{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "4ed546c8-cbad-4721-ba6b-7d185222990e",
   "metadata": {},
   "source": [
    "# Example 4\n",
    "No source, Multiply-connected domain, Dirichlet/Neumann problem"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "228a690d-545c-48b5-a2d5-6a3e40d7963b",
   "metadata": {},
   "outputs": [],
   "source": [
    "import calfem.geometry as cfg\n",
    "import calfem.mesh as cfm\n",
    "import calfem.vis as cfv\n",
    "import numpy as np\n",
    "from toolkits import gauss_line_int, gauss_tri_int\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9b47a234-100f-4115-a5ee-670e2b590fdd",
   "metadata": {},
   "source": [
    "## 1. Geometry"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1002c549-ae11-4ae3-b712-f909f8ba093c",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Number of holes\n",
    "nH = 1\n",
    "# Mesh size factor\n",
    "factor = 20\n",
    "\n",
    "# externel boundary ID\n",
    "dir_id_1 = 100\n",
    "dir_id_2 = 200\n",
    "# hole boundaryd ID\n",
    "\n",
    "# Geometry definition\n",
    "g = cfg.Geometry()\n",
    "g.point([0.0, 0.0], ID=0)\n",
    "g.point([1.0, 0.0], ID=1)\n",
    "g.point([1.0, 1.0], ID=2)\n",
    "g.point([0.0, 1.0], ID=3)\n",
    "g.point([0.4, 0.4], ID=4)\n",
    "g.point([0.6, 0.4], ID=5)\n",
    "g.point([0.6, 0.6], ID=6)\n",
    "g.point([0.4, 0.6], ID=7)\n",
    "g.spline([0, 1], el_on_curve=factor, marker=dir_id_1, ID=0)\n",
    "g.spline([1, 2], el_on_curve=factor, marker=dir_id_1, ID=1) \n",
    "g.spline([2, 3], el_on_curve=factor, marker=dir_id_1, ID=2) \n",
    "g.spline([3, 0], el_on_curve=factor, marker=dir_id_1, ID=3)\n",
    "g.spline([4, 5], el_on_curve=factor/4, marker=dir_id_2, ID=4)\n",
    "g.spline([5, 6], el_on_curve=factor/4, marker=dir_id_2, ID=5)\n",
    "g.spline([6, 7], el_on_curve=factor/4, marker=dir_id_2, ID=6)\n",
    "g.spline([7, 4], el_on_curve=factor/4, marker=dir_id_2, ID=7)\n",
    "g.surface([0, 1, 2, 3],[[4,5,6,7]])\n",
    "cfv.drawGeometry(g)\n",
    "cfv.showAndWait()\n",
    "\n",
    "# g.point([0.0, 0.0], ID=0)\n",
    "# g.point([1.0, 0.0], ID=1)\n",
    "# g.point([1.0, 1.0], ID=2)\n",
    "# g.point([0.0, 1.0], ID=3)\n",
    "# g.point([0.5, 0.5], ID=4)\n",
    "# g.point([0.6, 0.5], ID=5)\n",
    "# g.point([0.5, 0.6], ID=6)\n",
    "# g.point([0.4, 0.5], ID=7)\n",
    "# g.point([0.5, 0.4], ID=8)\n",
    "# g.spline([0, 1], el_on_curve=factor, marker=dir_id_1, ID=0)\n",
    "# g.spline([1, 2], el_on_curve=factor, marker=neu_id_1, ID=1) \n",
    "# g.spline([2, 3], el_on_curve=factor, marker=dir_id_2, ID=2) \n",
    "# g.spline([3, 0], el_on_curve=factor, marker=dir_id_3, ID=3)\n",
    "# g.circle([5, 4, 6], el_on_curve=factor/4, ID=4)\n",
    "# g.circle([6, 4, 7], el_on_curve=factor/4, ID=5)\n",
    "# g.circle([7, 4, 8], el_on_curve=factor/4, ID=6)\n",
    "# g.circle([8, 4, 5], el_on_curve=factor/4, ID=7)\n",
    "# g.surface([0, 1, 2, 3],[[4,5,6,7]])\n",
    "# # g.structuredSurface([0, 1, 2, 3])\n",
    "# Display mesh\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "4606588c-6040-4628-b341-74f2abfcbd38",
   "metadata": {},
   "outputs": [],
   "source": [
    "def check_ccw(node,element,edges):\n",
    "    triangles = element\n",
    "    x = node[:,0]\n",
    "    y = node[:,1]\n",
    "    import matplotlib.pyplot as plt\n",
    "    \n",
    "    fig, ax = plt.subplots(dpi=300)\n",
    "    \n",
    "    ax.triplot(x,y,triangles,linewidth=0.1)\n",
    "    ax.set_aspect('equal','box')\n",
    "    for edge in edges:\n",
    "        start = node[edge[:,0]]\n",
    "        end = node[edge[:,1]]\n",
    "\n",
    "        for sx, sy, dx, dy in zip(start[:,0],start[:,1], end[:,0]-start[:,0], end[:,1]-start[:,1]):\n",
    "            ax.arrow(sx, sy, dx, dy, head_width=0.01, length_includes_head=True, color='red')\n",
    "    plt.show()\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "90c4263d-6fe7-484d-8ca4-8a590e25a3b6",
   "metadata": {},
   "source": [
    "## 2. Meshing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "07931634-1ddc-4c54-9b23-e70b883c5d48",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Info    : GMSH -> Python-module\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x1200 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dirichlet !\n"
     ]
    }
   ],
   "source": [
    "mesh = cfm.GmshMesh(g,return_boundary_elements=True)\n",
    "mesh.elType = 2          # Degrees of freedom per node.\n",
    "mesh.dofsPerNode = 1     # Factor that changes element sizes.\n",
    "# mesh.elSizeFactor = 0.5 # Element size Factor\n",
    "\n",
    "coords, edof, dofs, bdofs, elementmarkers, boundaryElements  = mesh.create()\n",
    "\n",
    "#############################\n",
    "#                           #\n",
    "# Elements, Edges and Nodes #\n",
    "#                           #\n",
    "#############################\n",
    "element = edof - 1\n",
    "node = coords\n",
    "edge = dict()\n",
    "for i, e in enumerate(element):\n",
    "    edge[(e[0], e[1])] = i\n",
    "    edge[(e[1], e[2])] = i\n",
    "    edge[(e[2], e[0])] = i\n",
    "\n",
    "######################\n",
    "#                    #\n",
    "#   Externel edges   #\n",
    "#                    #\n",
    "######################\n",
    "dir_edge_1 = np.array([edge['node-number-list'] for edge in boundaryElements[dir_id_1]])-1\n",
    "dir_edge_2 = np.array([edge['node-number-list'] if tuple(edge['node-number-list']) in edge else edge['node-number-list'][::-1] for edge in boundaryElements[dir_id_2]])-1\n",
    "\n",
    "check_ccw(node,element,[dir_edge_1,dir_edge_2])\n",
    "\n",
    "dir_ids = [dir_id_1, dir_id_2]\n",
    "neu_ids = []\n",
    "\n",
    "# dir_edges = set([tuple(np.array(edge['node-number-list'])-1) for marker in dir_ids for edge in boundaryElements[marker]])\n",
    "dir_edges = set([tuple(e) for e in edge for edge in [dir_edge_1,dir_edge_2]])\n",
    "neu_edges = set()\n",
    "\n",
    "# ######################\n",
    "# #                    #\n",
    "# #     Hole edges     #\n",
    "# #                    #\n",
    "# ######################\n",
    "# # first hole\n",
    "# hole_neu_edge_1 = np.array([edge['node-number-list'] for edge in boundaryElements[hole_neu_id_1]])-1\n",
    "# hole_neu_edge_2 = np.array([edge['node-number-list'] for edge in boundaryElements[hole_neu_id_2]])-1\n",
    "# hole_neu_edge_3 = np.array([edge['node-number-list'] for edge in boundaryElements[hole_neu_id_3]])-1\n",
    "# hole_neu_edge_4 = np.array([edge['node-number-list'] for edge in boundaryElements[hole_neu_id_4]])-1\n",
    "\n",
    "# hole_neu_edges = [hole_neu_edge_1, hole_neu_edge_2, hole_neu_edge_3, hole_neu_edge_4]\n",
    "\n",
    "# ccw_hole_neu_edges = np.array([edge[::-1] for edges in hole_neu_edges[::-1] for edge in edges[::-1]])\n",
    "\n",
    "# ccw_hole_neu_edge_1 = np.array([edge[::-1] for edge in hole_neu_edge_1[::-1]])\n",
    "# ccw_hole_neu_edge_2 = np.array([edge[::-1] for edge in hole_neu_edge_2[::-1]])\n",
    "# ccw_hole_neu_edge_3 = np.array([edge[::-1] for edge in hole_neu_edge_3[::-1]])\n",
    "# ccw_hole_neu_edge_4 = np.array([edge[::-1] for edge in hole_neu_edge_4[::-1]])\n",
    "\n",
    "# print(ccw_hole_neu_edges)\n",
    "# print(ccw_hole_neu_edge_1)\n",
    "# print(ccw_hole_neu_edge_2)\n",
    "# print(ccw_hole_neu_edge_3)\n",
    "# print(ccw_hole_neu_edge_4)\n",
    "\n",
    "#################################\n",
    "#                               #\n",
    "#  Crossing elements and edges  #\n",
    "#                               #\n",
    "#################################\n",
    "direction = np.array([0, -1])\n",
    "Bh = []\n",
    "Eh = {}\n",
    "\n",
    "Bh.append(tuple(dir_edge_2[0]))\n",
    "\n",
    "# crossing flag \n",
    "connected = False\n",
    "\n",
    "######################################################\n",
    "# TODO: New structures of Eh, Bh for multiple holes. #\n",
    "######################################################\n",
    "while not connected:\n",
    "    cross_edge = Bh[-1]\n",
    "    # print(cross_edge)\n",
    "    # print(node[cross_edge[0]])\n",
    "    # print(node[cross_edge[1]])\n",
    "    if (cross_edge not in dir_edges) and (cross_edge not in neu_edges):\n",
    "        cross_edge = cross_edge[::-1]\n",
    "        ei = edge[cross_edge]\n",
    "        \n",
    "        i, j, k = element[ei]\n",
    "        order = [i,j,k]  \n",
    "        \n",
    "        local_edges = set([(i,j), (j,k), (k,i)])\n",
    "        local_edges.remove(cross_edge)\n",
    "        e1 = np.array(local_edges.pop())\n",
    "        e2 = np.array(local_edges.pop())\n",
    "        \n",
    "        e1n = node[e1[1]] - node[e1[0]]\n",
    "        e1n = e1n/np.linalg.norm(e1n)\n",
    "        \n",
    "        e2n = node[e2[1]] - node[e2[0]]\n",
    "        e2n = e2n/np.linalg.norm(e2n)\n",
    "        \n",
    "        d1 = np.abs(np.dot(direction, e1n))\n",
    "        d2 = np.abs(np.dot(direction, e2n))\n",
    "        if d1 < d2:\n",
    "            ae = np.zeros(3)\n",
    "            L1 = np.linalg.norm(node[cross_edge[0]] - node[cross_edge[1]])\n",
    "            L2 = np.linalg.norm(node[e1[0]] - node[e1[1]])\n",
    "            ae[order.index(cross_edge[0])]= 1/L1\n",
    "            ae[order.index(e1[0])]= -1/L2\n",
    "            Eh[ei] = ae\n",
    "            Bh.append(tuple(e1))\n",
    "        else:\n",
    "            ae = np.zeros(3)\n",
    "            L1 = np.linalg.norm(node[cross_edge[0]] - node[cross_edge[1]])\n",
    "            L2 = np.linalg.norm(node[e2[0]] - node[e2[1]])\n",
    "            ae[order.index(cross_edge[0])]= 1/L1\n",
    "            ae[order.index(e2[0])]= -1/L2\n",
    "            Eh[ei] = ae\n",
    "            Bh.append(tuple(e2))\n",
    "        # print('Element={}, ae={}, next <{},{}>'.format(ei, ae, *Bh[-1]))            \n",
    "        # print(e1,'\\t',e1n)\n",
    "        # print(e2,'\\t',e2n)\n",
    "        # print(ae)\n",
    "        # print(d1,d2)\n",
    "        # print(\"----------------------------------\")\n",
    "        \n",
    "            \n",
    "    else:\n",
    "        if cross_edge in neu_edges:\n",
    "            print('Neumann ! ')\n",
    "        else:\n",
    "            print('Dirichlet !')\n",
    "        connected = True\n",
    "    \n",
    "# print(Eh)\n",
    "        \n",
    "# np.all()\n",
    "\n",
    "######################\n",
    "#                    #\n",
    "#  Numbers of sets   #\n",
    "#                    #\n",
    "######################\n",
    "E = len(element)\n",
    "N = len(node)\n",
    "num_dof = N + nH\n",
    "\n",
    "# Display mesh\n",
    "cfv.draw_mesh(coords=coords, edof=edof, dofs_per_node=mesh.dofs_per_node,\n",
    "              el_type=mesh.el_type,filled=True,title=\"Example 2 - Mesh\")\n",
    "cfv.showAndWait()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "edf91826-efaf-416e-9306-d783aa7ea2c6",
   "metadata": {
    "tags": []
   },
   "source": [
    "## 2. Boundary condition"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "cb26e870-b29d-41b5-bb21-0c83e022121b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# # Externel boundary condition\n",
    "# ########## Dirichlet ##########\n",
    "# def dir1(x, y):\n",
    "#     return np.zeros_like(x)\n",
    "\n",
    "# def dir2(x, y):\n",
    "#     return np.sin(x)/np.sin(1)\n",
    "\n",
    "# def dir3(x, y):\n",
    "#     return np.zeros_like(x)\n",
    "# ########## Neumann ############\n",
    "# def neu1(x, y):\n",
    "#     return (1/np.tan(1))*np.sinh(y)/np.sinh(1)\n",
    "\n",
    "# # Hole's boundary condition\n",
    "# ########## Dirichlet ##########\n",
    "# # ...\n",
    "# ########## Neumann ############\n",
    "# def hole_neu1(x, y):\n",
    "#     return (np.sin(x)/np.sin(1))*(np.cosh(0.4)/np.sinh(1))\n",
    "\n",
    "# def hole_neu2(x, y):\n",
    "#     return -(np.cos(0.6)/np.sin(1))*(np.sinh(y)/np.sinh(1))\n",
    "\n",
    "# def hole_neu3(x, y):\n",
    "#     return -(np.sin(x)/np.sin(1))*(np.cosh(0.6)/np.sinh(1))\n",
    "\n",
    "# def hole_neu4(x, y):\n",
    "#     return (np.cos(0.4)/np.sin(1))*(np.sinh(y)/np.sinh(1))\n",
    "\n",
    "\n",
    "\n",
    "# Externel boundary condition\n",
    "########## Dirichlet ##########\n",
    "def dir1(x, y):\n",
    "    return exact_u(x,y)\n",
    "\n",
    "def dir2(x, y):\n",
    "    return exact_u(x,y)\n",
    "\n",
    "# def dir3(x, y):\n",
    "#     return exact_u(x,y)\n",
    "# ########## Neumann ############\n",
    "# def neu1(x, y):\n",
    "#     return exact_ux(x,y)\n",
    "\n",
    "# # Hole's boundary condition\n",
    "# ########## Dirichlet ##########\n",
    "# # ...\n",
    "# ########## Neumann ############\n",
    "# def hole_neu1(x, y):\n",
    "#     return exact_uy(x,y)\n",
    "\n",
    "# def hole_neu2(x, y):\n",
    "#     return -exact_ux(x,y)\n",
    "\n",
    "# def hole_neu3(x, y):\n",
    "#     return -exact_uy(x,y)\n",
    "\n",
    "# def hole_neu4(x, y):\n",
    "#     return exact_ux(x,y)\n",
    "\n",
    "def exact_u(x,y):\n",
    "    return x*(1-x)+y*(y-1)\n",
    "\n",
    "def exact_ux(x,y):\n",
    "    return 1-2*x\n",
    "\n",
    "def exact_uy(x,y):\n",
    "    return 2*y-1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d5fe1912-f8d3-4895-9e96-3156355eb71c",
   "metadata": {},
   "source": [
    "## 3. Assemble flexibility matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "fb18dbeb-89fc-4566-b9bc-7627f4bef33f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "size: 597 x 597\n",
      "rank: 595\n"
     ]
    }
   ],
   "source": [
    "F = np.zeros((num_dof, num_dof))\n",
    "\n",
    "for i, e in enumerate(element):\n",
    "    # print(e)\n",
    "    # print(node.shape)\n",
    "    x1,y1 = node[e][0]\n",
    "    x2,y2 = node[e][1]\n",
    "    x3,y3 = node[e][2]\n",
    "    \n",
    "    A_e = 1/2*np.linalg.det(np.c_[node[e], np.ones((3,1))])\n",
    "    \n",
    "    Phi_e = -(1/(2*A_e))*np.array([[x2-x3,x3-x1,x1-x2],\n",
    "                                  [y2-y3,y3-y1,y1-y2]])\n",
    "    \n",
    "    \n",
    "    if i in Eh:\n",
    "        L1 = np.sqrt((x2-x1)**2+(y2-y1)**2)\n",
    "        L2 = np.sqrt((x3-x2)**2+(y3-y2)**2)\n",
    "\n",
    "        left = np.linalg.inv(-np.array([[(y1-y2)/L1,(x2-x1)/L1],\n",
    "                              [(y2-y3)/L2,(x3-x2)/L2]]))\n",
    "\n",
    "        Phi_L = np.c_[left, np.zeros((2,1))]\n",
    "        \n",
    "        # print(Eh[i])\n",
    "        Phi_e = np.c_[Phi_e, Phi_L @ Eh[i]]\n",
    "        F_e = A_e * Phi_e.T @ Phi_e\n",
    "        \n",
    "        ### Todo: multiple holes ###\n",
    "        ey = np.append(e, -1)\n",
    "\n",
    "        F[np.ix_(ey,ey)] = F[np.ix_(ey,ey)] + F_e\n",
    "        print(i, ey)\n",
    "    else:\n",
    "        F_e = A_e * Phi_e.T @ Phi_e\n",
    "        \n",
    "        F[np.ix_(e,e)] = F[np.ix_(e,e)] + F_e\n",
    "\n",
    "FFF = F.copy()\n",
    "print('size: {} x {}'.format(*F.shape))\n",
    "print('rank: {}'.format(np.linalg.matrix_rank(F)))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7a01a3f7-c7e0-40b2-aeef-6ac3d2787a52",
   "metadata": {},
   "source": [
    "## 4. Assemble kinematic vector (with source, Dirichlet problem)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "c855dbeb-fe00-4b49-8f23-8514e2fd3e53",
   "metadata": {},
   "outputs": [],
   "source": [
    "du = np.zeros(num_dof)\n",
    "\n",
    "##########################\n",
    "#   Dirichlet boundary   #\n",
    "##########################\n",
    "for edge in dir_edge_1:\n",
    "    i, j = edge\n",
    "    L = np.linalg.norm(node[i]-node[j])\n",
    "    up = gauss_line_int(dir1, *node[i], *node[j])\n",
    "    du[i] = du[i]-up/L\n",
    "    du[j] = du[j]+up/L\n",
    "\n",
    "for edge in dir_edge_2:\n",
    "    i, j = edge\n",
    "    L = np.linalg.norm(node[i]-node[j])\n",
    "    up = gauss_line_int(dir2, *node[i], *node[j])\n",
    "    du[i] = du[i]-up/L\n",
    "    du[j] = du[j]+up/L\n",
    "\n",
    "# for edge in dir_edge_3:\n",
    "#     i, j = edge\n",
    "#     L = np.linalg.norm(node[i]-node[j])\n",
    "#     up = gauss_line_int(dir3, *node[i], *node[j])\n",
    "#     du[i] = du[i]-up/L\n",
    "#     du[j] = du[j]+up/L\n",
    "\n",
    "##########################################\n",
    "#    Neumann boundary (without source)   #\n",
    "##########################################\n",
    "s_N = np.zeros(num_dof)\n",
    "A = np.eye(num_dof)\n",
    "\n",
    "# num_red = len(neu_edge_1) + len(ccw_hole_neu_edges)\n",
    "# num_eff = num_dof - num_red\n",
    "\n",
    "# # 1. Externel edge\n",
    "# # effective variable (s1) is at first node of first Neumann edge \n",
    "# # (edge's nodes are ordered counterclockwise within the local element).\n",
    "# ext_eff_dofs = [neu_edge_1[0][0]]\n",
    "# ext_red_dofs = [edge[1] for edge in neu_edge_1] \n",
    "\n",
    "# # 2. Hole edge\n",
    "# # last edge should be excluded for closed Neumann boundary. \n",
    "# hole_eff_dofs = [hole_neu_edge_1[0][0]]\n",
    "# hole_red_dofs = [edge[1] for edge in ccw_hole_neu_edges[:-1]]\n",
    "\n",
    "# red_dofs = ext_red_dofs + hole_red_dofs\n",
    "# print(ext_red_dofs)\n",
    "# print(hole_red_dofs)\n",
    "\n",
    "\n",
    "# A[np.ix_(ext_red_dofs, ext_eff_dofs)] = 1\n",
    "# A[np.ix_(hole_red_dofs, hole_eff_dofs)] = 1\n",
    "\n",
    "# A = np.delete(A, red_dofs, axis=1)\n",
    "\n",
    "# Neumann terms\n",
    "####### TODO : crossing edge #########\n",
    "# externel (counter-clockwise)\n",
    "# fl_bar = 0\n",
    "# for edge in neu_edge_1:\n",
    "#     i, j = edge\n",
    "#     fl_bar = fl_bar + gauss_line_int(neu1, *node[i], *node[j])\n",
    "#     s_N[j] = fl_bar\n",
    "\n",
    "# # hole (clockwise)\n",
    "# # last edge should be excluded for closed Neumann boundary. \n",
    "# fl_bar = 0\n",
    "# for edge in ccw_hole_neu_edge_4:\n",
    "#     i, j = edge\n",
    "#     print((i,j))\n",
    "#     fl_bar = fl_bar + gauss_line_int(hole_neu4, *node[i], *node[j])\n",
    "#     s_N[j] = fl_bar\n",
    "    \n",
    "# for edge in ccw_hole_neu_edge_3:\n",
    "#     i, j = edge\n",
    "#     print((i,j))\n",
    "    \n",
    "#     fl_bar = fl_bar + gauss_line_int(hole_neu3, *node[i], *node[j])\n",
    "#     s_N[j] = fl_bar\n",
    "    \n",
    "# for edge in ccw_hole_neu_edge_2:\n",
    "#     i, j = edge\n",
    "#     print((i,j))\n",
    "    \n",
    "#     fl_bar = fl_bar + gauss_line_int(hole_neu2, *node[i], *node[j])\n",
    "#     s_N[j] = fl_bar\n",
    "    \n",
    "# for edge in ccw_hole_neu_edge_1[:-1]:\n",
    "#     i, j = edge\n",
    "#     print((i,j))\n",
    "    \n",
    "#     fl_bar = fl_bar + gauss_line_int(hole_neu1, *node[i], *node[j])\n",
    "#     s_N[j] = fl_bar\n",
    "    \n",
    "# Source \n",
    "# Particular solution q_0\n",
    "# def qx_0(x, y):\n",
    "#     return x\n",
    "\n",
    "# def qy_0(x, y):\n",
    "#     return np.zeros_like(x)\n",
    "\n",
    "# for i, e in enumerate(element):\n",
    "#     x1,y1 = node[e][0]\n",
    "#     x2,y2 = node[e][1]\n",
    "#     x3,y3 = node[e][2]\n",
    "    \n",
    "#     A_e = 1/2*np.linalg.det(np.c_[node[e], np.ones((3,1))])\n",
    "    \n",
    "#     Phi_e = (1/(2*A_e))*np.array([[x2-x3,x3-x1,x1-x2],\n",
    "#                                   [y2-y3,y3-y1,y1-y2]])\n",
    "    \n",
    "#     int_qx = gauss_tri_int(qx_0, x1, y1, x2, y2, x3, y3, degree=2)\n",
    "#     int_qy = gauss_tri_int(qy_0, x1, y1, x2, y2, x3, y3, degree=2)\n",
    "    \n",
    "#     par = Phi_e.T @ np.array([int_qx, int_qy])\n",
    "    \n",
    "#     du[e] = du[e] - par\n",
    "\n",
    "# Neumann boundary with source.\n",
    "# ..."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5619f835-d960-4905-a43c-5b77ff0dcc40",
   "metadata": {},
   "source": [
    "## 5. Constraint"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "0dba5f60-fa70-4d41-ac50-72d386d3aa69",
   "metadata": {},
   "outputs": [],
   "source": [
    "FU = F.copy()\n",
    "dU = du.copy()\n",
    "\n",
    "F = A.T @ FU @ A\n",
    "d = A.T @ (dU - FU@s_N)\n",
    "\n",
    "# r1 = 0\n",
    "\n",
    "# for edge in hole_neu_edge_1:\n",
    "#     i, j = edge\n",
    "#     r1 = r1 + gauss_line_int(hole_neu1, *node[i], *node[j])\n",
    "\n",
    "# for edge in hole_neu_edge_2:\n",
    "#     i, j = edge\n",
    "#     r1 = r1 + gauss_line_int(hole_neu2, *node[i], *node[j])\n",
    "\n",
    "# for edge in hole_neu_edge_3:\n",
    "#     i, j = edge\n",
    "#     r1 = r1 + gauss_line_int(hole_neu3, *node[i], *node[j])\n",
    "\n",
    "# for edge in hole_neu_edge_4:\n",
    "#     i, j = edge\n",
    "#     r1 = r1 + gauss_line_int(hole_neu4, *node[i], *node[j])\n",
    "    \n",
    "# print(r1)\n",
    "\n",
    "# F[-1,:] = 0\n",
    "# F[-1,-1] = 1\n",
    "# d[-1] = r1\n",
    "\n",
    "F[0,:] = 0\n",
    "F[0,0] = 1\n",
    "d[0] = 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "2c04f820-d63c-4dbd-9f7d-00b07d8bec82",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x17ce59dcac0>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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2LCevq8q1dPnRTZNcKMvK0tLSzJ+xFZ0hv8S1jiAI0Ov1GglY1LPYtre3nSqgRNS8ssGIriGiWdMZ6k5zaPsp7kXMOkbXH900z7zsjM38vBoaTC5xVZIksbqHk2UZDg8PcffuXQZIRDRTkWBETWWwPegA2n+KexFNHWOdNirLMq1DY/OyMzazpiSZXDKo82JHUWT9RO40TfH8+XPcvXvX+mMlInupqQx1GnQVWEkp+ezMHJPno2jgO61dDILAuY61iakr1gRHulJv0wqbixe7rjRN8eLFC9y6dYsBEhEZMWuYKE3TcV2sAishhBMZqKYIIa5Nds6fs6bev6l20fTnMjF1xZrgaNpqtbInVGWIeANeSZIER0dHuHXrljVbshOROxZl3GcNE4VhOHWV02RjbKrRtDlLNW/eUVPbsTR9bkzueG3qs1gTHE0rLFmWlQp01DNibB93blKSJDg+PsbGxgYDJCIqZVZmQVeDlB9y02kyK2MTdWymA5R5fz/frjYRKPX7fWN/21RCxJooYlpk6eoMftt6LXEc4+TkBDdv3jRaSInIfyrzoaOOU8GXCmRsqjdNaiJ4mxcwqPOuY4Vf29esaEKk7Oe0JvJoe0a7roBGZ8WhUxzHePXqFW7cuMEAiahhttQH846j6DGquSomGvdFDZgt59EF07J+k+dPx7wjV65J2aE9a4KjtncVLTuEN4sqbDZmvIbDIV69eoW1tbXWg1GiLrFliKfoUEtbwjC0/hhdZqKdDYLAiQBpaWmp1Oe3pgWvetF0pne7sKJtOBzi/Pwcq6urDJCIGtZ2IzKv06YCk7aPcVoApI6pC3W0SVEUGQkw2y4zRTkZHKmhnjIHr25kVy6MLQaDAc7Pz7GyssIAiahBVTNIReu4unWhDVMC8vNhlLaPySc6z+Xkdg06mbjmZaaULPxEQoifF0IcCiF+L/faW0KIbwgh/nD0/1uj14UQ4qeFEB8IIX5HCPHdZQ9+OBwW/l2bh7BsNxgMcHFxgeXlZQZIRJaqOmG2asNiS306GaTZcEzTuDjMpzP7ZjJobTsgLlLi/hGA75947ScBfFNK+XkA3xx9DwA/AODzo/++CuBn9BwmmTAYDHB5eckAichCKiteZmXT5KovFxtv4Or4VUBk62doetNGG5kMWtsOiBe+u5Ty3wH4dOLlLwH42ujrrwH4odzrvyCv/DqATSHEjqZjJQMYIBHZK78nTpmVZm03LHWp7IatgRHQ7A7TNmri2rQZfFa9g7allM9GX38CYHv09S6Ax7nf2x+99gYhxFeFEN8SQnwrf5Jdv6lNMF0I8wFSr9ezYt4BkQkulWsde+G4Xp/a/DBZW4+ry8re3/M2Rq790C0ppRRClK5xpJQ/C+BnASCKovG/5y7OV+napnskg8EAWZZheXkZWZZhOBwiCAJrliATddmi+9CW+1Q1TrqOx5bPZYssy6wJypo4DtPXf14wVfXTHajhstH/D0evPwFwP/d7e6PXCrPlwrdp8hw0dU7UKra1tTX0+30+p468w8bWPJ5jc3hu5ys7DyxJkpk/q9rqfh3Al0dffxnAr+Re/7HRqrUvAjjJDb9RQW3dAEIIDIdDnJ2dYX19/dqyR/VQXyKiWbi1ilkMjubTOdqxcFhNCPHPAPxJAHeEEPsA/iaA/wvALwkhvgLgIYAfGf36vwHwgwA+AHAO4Me1HCU1Qo3vDwYDSClx8+ZNnJ6eIo5jZFnW6cmHRLSYzQ98raONqQ5Uns5RFmFDlB9FkVxfX2/7MGhEDaVFUYSNjQ0cHx8jTVMEQWDVmDcRURPUlgq2SpIEUVR7CrHzkiQp/dy/k5OTb0sp3598na0cvSEIAgRBgDiOcXx8jM3NzfEy/8k5SBxqo7bNmzdApIPt9RyzWld0PhCZwRFNpR7Em6YpXr9+jc3NzfG+HqqiUNkkojaxYSDTbBhhmcfmrFaTdJ4Htmw0lZRy/CiBOI7x4sUL3L59G71eD1JKJElSaPIbe/VkGhsGe/i6RxqHrLqHwRFNpQKjLMuQJAmyLMPx8TFu376NpaUlRFEEIQSSJBn/Nw0rFaLu8HVvNNs/Ezuh1cxrnxgc0VxBECCKImRZhsvLS7x48QJ3794dZ4/CMEQURW8UMt6sROQCH56Rxk5oNfPmkjE4okLUvI40TfHs2TPs7Oyg3+/P7FGpm3VeVkkHHyo2ImoP64/uMrFDNnVMfp+PNE1xeHiI7e3tmROyVVA0Laukk87VCUTUPWqKwDwmO3hq8QvZhcERLaRWpak5RmEYIssyHBwcYGdnZ2pq0nRQRKTEcdz2IZDnoigyVs7U1ilVcPqCOQyOaKHJ7Iz6OssyPHr0CA8ePECaphgOhwB4w1Kz+LBqaoKN5YxDgvWsrq7O/BmDI6olDEM8fPgQDx48QBiG3KmVyCA+u4zyVMCmslrMopZzcHAw82cMjqiUaYFPmqZ4+PAh3nnnnfEqNlM4AZu6zNdnlzXNt3pEBUk2ZrdsNm84k8ER1dbv9yGlxIcffoj33nvPeOYoSRKvKraibH+EAZErfF3IoaY2UDFra2szf8bgiGpTQ2lCCDx+/Bj379839l5hGKLX63lZsS3Cx2RQnq+7UTfBlw7WZDDU7/e1/N2urKBjcERaqWEz9X+VKVL/VwESJ2Y3R0rpdGbJt2GOJvi6G3UT8sv3XQ6UdAVDk+qsoHPJ2dnZzJ/5/+lJuyLDZh999BHeffddVt4NkVIiyzLEcexkj8/XYQ6yX5F9jkxK09TJe9Z3DI6osHwmaNGqtCiKsL+/j729PeO7ZNNVT6/X66HX63nX42PZcQcb+vLUcyzJLrwiVFjZidZSSnz00Ud45513xhtI6sbhGP9xawh32NrQd2UODeljXykmJ5RpsB4+fIi3337bSIDE4Rj/MXNUDs/Xm7oyh4b0YWkho6IogpQSjx49wt7eHoIgYOVNpTBzVA7P15t0Zo5Yf3UDgyMyTgVIT548wb179xggOYbXyi28Xm/SmTli8NkNDI6oEVEUIcsyPH36FDs7OwyQSmj7PLExcAuvl1lt34+0mI55qAyOqDEqQHr27Bm2t7fH39N8bTd2Lu+fRKRb2/cjLaZj7yoGR9QoFRA9f/4cd+7cYQapgLbPD3fmpq5p+57rIp2rjnXsXcXgiBqnAqQXL17g9u3b6PV6zE7MMaunyi0MiMxgh6B5OtsAZo7IWSpj9Omnn2JzcxNRFDm9jX/T1I7YRKQfO2vN0xmQ6nj+JoMjao0KiI6Pj7G5uYl+v88ddgsSQji/bwsDYTKlbtnivKLm2RaQul27kvPCMEQcxzg5OcHNmzexvLwMIQSklGw85/Dh/PjwGcg+3A3bTbYFpAyOqHVhGGI4HOL169dYW1tDFEV8LMgCPmSOuvBUeZbh5gkhvC9XTWqqE2PbveJ27UpeUA19HMfjAEllkLIss+6mISqqbAaDZb0+HzoONmkqC2db2WcJIiuoymwwGOD8/Byrq6vjVW1dGX7hUAAx41FfV+qLpjT1/ErbAlq7joY6T2WQzs7OsLq6ipWVlfHKLFZ45BouCW8O6wfSicERWUOlw6WUGAwGuLi4wPLyMpaXlzuxdN22nhPV53uZtYkKjjjn6DO2rQBziV3Tw4nwWZA0GAwghMDq6iqEELi8vGz70IxSDalPQVKWZV59HiLqBgZHZB3V65NS4uLiAkKI8fDacDgcT9RWjS4bYHt1vQfPctkMzjOajsO61TE4Iiup7FGWZbi8vISUcryCbTgcQkqJNE0bmyzYhMmGVH0+l/lybchuXKE2nQ91SFsYHJE2anxb180ohBj/LZUxWl1dfWOTN18b4FmVva8VHjOAVEeZeiDLsk7MTfL985nE4Ii0Uc9LM9Fwq4xRlmVYW1tDEAQYDofa38cmkxVbmqbjCetV2dwo2HhMZB8dnQNb7wHd2NmojsERaSOEMLYFvFrKr7ILa2trSNMUSZIgyzIvMymT1I7S+c+q5loUrQRtbhRsPS6yi44Gv0hZ8zVDS8UwrCStTDVw+QpxOBzi9PQUN2/eRL/f97Z3NLkMV53byXNcJpM0+W+51Jxc01QQ7Wu94qIsyxrfloBXnyopU1B1FeowDMcVVpIkeP36NTY2NtDv97X8fdsUqZzrTkRlA0BdoBrXaR2JWfWT7iBMLSKh8oIgaLyuYs1IlZQpqDoK9eQO2VmWYTgc4uTkBJubm9Y90VmHopUzh6Oo6xYFHqpxnXavBEEw9d8mSaL1GCeHxItgMPWZpus564KjOI7bPoRWTfZsdN+gupQpqDoK9WTFppbwx3GMo6Mj3Lp1y8sAyTazKusmK3E2GDSpSOAxqx6a9W9tmG9kwzG4rmp9YV1w1PWNvPIbIAIYN/i2Bkk2SJIER0dHuH37NqSUPFcGzaqsm6zEq74X51dRGczIumnyPq9aX1gXHPk6f6SsyWiXWZH5kiTBJ598gs997nPjLQWI8ji/qhmz5vaQHqzb5tN1n7O2sBSDofLSNMWzZ8+wu7s7HnJjtoCoWT7tWm8jtg3zqSco1MXgiLwRRRGyLMP+/j729vaurXBIkqTz89mImjC5eIKoSf1+X888Vw3HQmSNfID09ttvI0kSJEkCKSV6vV7bh0fkvVmrwlzFYaxuYnBE3gnDEGEY4uHDh3jnnXeuBUas6IioDFeGsZgZvxLHMYfViKbJT8j76KOP8N57772xClBhsOQHNgxkiitli5nxK71ej8NqRLPkh9LUHKQkSdDr9caVXZIkzvQKaT42DESkE4Mj8lJ+KE1KiY8++gjvvvvu+OdxHC8MjLjdP1F5aZp6tUqUgXc3MTgiL+XnGKlA6PHjx7h//z56vd7453EcI47jqcNrVbb7J+q6/DMQqTmuDP+5giWYvBZF0XgoLY7jcYCkvleB0mQWiXORiPynht99wAyXXgyOqBPyFceHH36I9957b+5u7FEUQUqJOI6NDq2xt0dEZB8GR9QJajK2oiZpz1rVoHbX7vV6RofW2Nsjak8URQtXNpnswGRZ5tX8LJ8wOCLv5VelqaE0KSX29/exu7s7NTNkOigivZiBI1PyHRjd5Sy/i39VnAJgBoMj8t6sVWlSSjx8+BBvv/02siwbbx7GFWruYQaOmmBjOfNlzpRtGBxRp0ym0MMwxOPHj7G7u4soipCmKTNG5BQ2jt2WX3mb/z/Vw+CIOmVaFilNUzx9+hQ7OzsIgoATsMkpPj3HrElpmnoVWKogycbslosYHFHnqYzR06dPce/evbmr2OpSDVnVeQIc8iPSIwxDLwNLdsD0YHBEnZdl2Xjp/vPnz3Hnzh1jjxVRf7fq3+eQHwFXZdanrEcbfMkcTQZDdTJHXD33GQZH1Dkqa6MqFRVwhGGINE3x8uVLbG5uOt+rVBWd7Q2AC8domyAInC+fbQvD0Iuyp3MYTcfqOV/wLFBnqEpQZYlmVQJJkuDly5e4ffv2eNm/q7Iss76HXKSht/n4yV1tD60xU2MvBkfUGflKKEmSuUNUUkqcnJxgfX0dQRAYe8yAyUY/CAJEUVRoozvbsQFxhw/ZmKYwU2MvXhXqjHwwVKRCGg6HOD4+xsbGBvr9vpEMDBv9YtiAlNdWgGLLkJ+UkvcXVcYahzqpyMRmIQTiOMbp6Slu3LiBfr+vvVfMCdbFsJErr+vnTAhhLEhjZsx/DI6I5gjDEMPhEK9evTIWINnMls/JILK8rmfbpJTGym/XA88u6PbdQ7SAEAJhGCKOY7x+/Rpra2utBEhtBSlsBNzV9WsnhDAWINowbEhmmdnMhcgjqpIdDocAgNXVVQBXc5KaymhIKVupkLuefXAZs23m2JJRpdnqPgqKwRFRAdMCJCEEBoOBNRNQTWgrKCNqS5ZlCzsFDDztVzeAZXBEVFA+QBJCYGVlBQAwGAy8rSyZOSKipuh88HfdTh2DI6IS1BykwWAAKeV4iM10BmlWkFKkl0tE5AKbstQMjogqmMwgSSnH3zcZrNhUmRAR1WHTNikMjogqmJVBUnOSmuLinCBVAbp23GQ/tXy/TgeFmdj22FQnMDgiqiE/SXttbW08SVv9zPTNblNlQmQDriRzl02BKYMjohrULrxqSG1tbQ1ZliFJkkYCFxeDIxePuY6i2T0Xs4C2aXpYuyvSNG2ks2fTHEo7joLIYUEQjIfYXr16hZs3b6LX6yFNUyRJ0vbhUcvSNC30ewyM9OB51K+p7UpsunYMjog0SpJkHCBFUYQgCAo3jkrZ3ye7+brNg434sFkzmgpaGBwReSgIgvEcpOPjY2xubiIMw/EwW5m/Q/6wqcL3zWRHgsNqpAtLEZEmqhGUUiJNUxwfH+P27dtYXl4GwOGVrmIm0BwGQsXEcdz2ITiHJYtIsyiKxvseHR0d4a233sLS0lLh4ZUkSbybq9Tl4Q4Oq5nT1TJVVhRx7VVZDI6IDAjDcLys/9NPP8WdO3fGS4ynBT7516Io8q4y43AH6ab2NKLFmI0uj7UVkSFRFEEIgTRN8cknn2BnZ+daFmEyIJqGQzJE0wkhvOtEmMJhtfIYHBGNxHGsfThLBUNCCBweHmJrawv9fh9JkhSq2KcNyUgpvRt2U9I0ZTaAGtGlstbr9do+BOcwOCIa6fV6xnqiSZJgOBzi4OAAOzs76PV613pzZYKdyR6zT/N51HAkkSkqKGJZo3kYHBHlmMrIqHlEw+EQT58+xb1799Dv96/9vOjxqdVwStn5PF3qMZM/dN2bDIqoCAZHRDkm5zCooTQVIO3t7S2spCcbBDWPKT/cNhksLVKlceDcJ2ob5xd1W5ZljdZDDI6ok4pOUCwbeMyjKvderwcpJfb39xcGSEUahMlgyQQuRyfXqM1X5w05q0ysaT7PE2yKekxTY++36BeEEPeFEL8mhPh9IcR/FkL8xOj1t4QQ3xBC/OHo/7dGrwshxE8LIT4QQvyOEOK7yxyQesI5vfl0aa440KfoBEWTgUc+QHLJrGCxycqfDQ0tEgTB+BE+s6hMrGlcWdeOOvVEkcxRAuCvSim/AOCLAP6SEOILAH4SwDellJ8H8M3R9wDwAwA+P/rvqwB+pswB5edhdN3kTcsVB+7K36T5r6WUePz4Me7fv9/GYVUyK1hssvJnQ0NVszFl5tzZ0CFlR6C6OvXEwuBISvlMSvkfR1+/AvAHAHYBfAnA10a/9jUAPzT6+ksAfkFe+XUAm0KIncpHSJ2UZdk4HZ7/2lX5m3TaDasCJBsq4zJYcVNbZmVjFs1NKTPnrkyH1NS9y45AO0rNORJCvAPgjwH4DQDbUspnox99AmB79PUugMe5f7Y/eo2oMPUQ1y758MMP8d5777V9GKXM64FLKRHHMSdzU6OanpuizAqkdM5bpOYUbn2EEOsA/gWAvyylPM3/TF7VkKVmtQkhviqE+JYQ4luuZwXILBcDpXzqvmh2pdfrjTNIrmRker3ezGMVQqDX63EyNzWm6RVNyrysURMLJki/Qi2OEKKHq8Don0gp/+Xo5QM1XDb6/+Ho9ScA8hMo9kavXSOl/Fkp5ftSyvdda/iIFqmzl8pHH32Ed99915m9WIrM38iyDHEcOz88SnazJWvETJH7iqxWEwB+DsAfSCn/bu5HXwfw5dHXXwbwK7nXf2y0au2LAE5yw29ElU1OpHRlM8OycwaiKML+/j52d3edCJCKzMsIggC9Xs+5DOAiLpQ/ap4tmaI4jgvPhWor61ZEGw8ZFoveUAjxvQD+PYDfBaC6fX8DV/OOfgnA2wAeAvgRKeWno2DqHwD4fgDnAH5cSvmtee8RRZFcX1+v8zmIrJem6RsPnp0XOAkhcO/ePTx79owZF4tJKZ0IYqm7VIA0qyOTZdn4kSq2UrGK7nvt5OTk21LK9ydfXxgcNYHBUbeooKDow1e7LAgCbG9v4+DggAESUUPm1U1xHC/MlqpJ2LrqtzRNEQQBg3ADZgVHfuW4yQmqwnAxMFIPeW1qe4Esy3BwcIDt7W2re3VEvljUaZt8aPQ0ahK2rmGqMAzZOWoYgyPSqokx6zbnGqmHvDa5gi7LMhweHuLu3bu1AyRd527RajpW5OSqIp22IvPsdK9SK/K3hsMh58FpwuCItGoiu2EyvdzUhMSyS/XTNMXz589x586dWhk31QOtW4GqYdFZhBAMkIga1u/3ndtIVhfdQSGDI3JKmqZGM0emgzt13FXeJ01TvHz5Erdu3ar1KJk62wzkLZpMXjazlqZp7YCKAZn/bF1RZYuuPoJLd7vA4Ihapwp0kYIdhmFjD4s0QVXsVRvxJElwfHyMzc1NL561l7/mYRjOXbJbpHyogIxBkn/UvdNEdppDU3ab1pHS3S4wOKJWqQnObexj0QaVbalTwcdxjOPjY9y8edPZACk/sX0yQJpVwZXpGfq2nxI1t3eQKptkrzAMjd/jrEGoVWrSYtlhGFuCKdW465jHU0Ycxzg9PcX6+nqtNHob51EFRflrX0QURXOHVGwoD+S+LMvGWUzqLgZH5KQ2ApJp1OTwMpPEywwjzhPHMc7OzrC2tlY5QCq6JYHOc60e8VAlBT5vnpP6HG2XCbLbovKhMlTMHnWbexvNkBNURsJU6tPlYRO1o7LqodYxHA4BAGtrawCAwWBQKugo+v7qepoa2qiyy/Tkv8k3atwTimYputOyzWUoyzKn60AXMDgiI1RGgjfwm9Q50VX5qgBpeXkZWZZhOBxCCKF1cmJTq/iEEIUDpVlBkM2NGrXPhzpJ7ZhN5jA4IiO4o2uzBoMBsizDysoKpJQYDodOPW4gX9EXDY4YBBHg/rPtqjwzjGXfPAZHZAxv4OYIIca7466urgK4mpM0q8K1OavnckNHzbMpOGrqvrL13vUJzzAZwxu4WSpAOj8/x+rqKpaXl2f+7qJValWzfjqyhZxQTV2iewic9GDrRTRFUw+W1UmtmovjGIPBACsrK+j3+1ODDZuG3CYDtTJBtWvXiPzWZIeQO4WbxeCIaAYXG14VIA2HQ1xcXGBpaQm9Xu+NDRQXBUZVK/mq/27yeFw899SOrmaoeY+YxTlHRFPYklWpw5VJ2nWOp6sNI11n8xy6eapMxlY4p9MsBkdEU6jdm10mhMBgMICUEmtra5BSXkvFu9qgEE1qM+BP07SVuoL3rlk8u0Qz2JZhqUINsb1+/Ro3btzA0tLS+GeLdr2uOqdBR7rfh3NPzWj7UUJ1ghROxrYXgyNyjg2PDWlDlWBFzUFK0xQXFxfXHjWy6BEe8yr9eceio7LX3WB0YfJqkiSduC8mg++2AwwGN35icETOabsy1KFKY62CnLLU+RoOhzg7O8ONGzfQ6/UWnsNFgdOsY7Hl2uSPz6chiDRNp2bnqj6vzhXqek77jD5/bmqHPzUGdYYPFWGVxlplgRbJsuyN1WnKcDjE6ekpNjY20Ov1Zv6NJEm0HEub8sfnQ5lRgiCYeu5d/Yxpmi4sb8Bn19Pmz9mFDGVX2F27EXmqagVf5N+pxjP/u1mWjYdd4jjGyckJNjc3Zz7lPgzDQgGSzWw/vqpc/FzzAqAgCApNaLb1c+c/l+0dBiqOV5KcxX0+8MYKNGWyIVENkHo9jmMcHR3h9u3bU/+uD6v1TGCZqyYMw5nlyfVh8vzncvlz2KzuprxxHJf+NwyOyFnspZUzWXEnSYKDgwNsb29Pbbhcq+irVIBlqSFLKk9HeSoy/NY01+4TF80aSi5qVoZ87ntWfreOSJLEyhuSCNCT4Xnx4gW2traczxTNm0OlSxRFzp8nl81r5KSUzmf2fF5tOBgMAFzNe2xalQCWwdECURRVijon5ed8ENkkTVMcHh5ia2uL2TgyLkkSxHGsvdPpwiKBRXzKQk0GQWqPNbWViO2sKUmXl5dtH4JRQRAgiiKvCj/5I01THBwcYGdnx/kGhtqXpuk4AJrsEEZRhF6vp6XTSfbq9/utZIl0saYWXF5e1va3mKUhKi/LMjx79gy7u7sM4qmWMAzHAVAbZcnlITaf2q3JLFGbQ2tlWRMc6cQsDXXdotUdszoPWZZhf38fe3t7le4f2yYrVx26mbXRIpmhu9y4PMTmc7vl0tCam6WHiOaatrojvzFkFEUzN4qUUlYOkKru4m1KFEWVAqQwDGsvH6br5pULTnIn2zA4IipI7Snkasp+8vES87Kr+QCpDBv3R6o6tyWKolLZh7JB2KIgsu62ATYFqQADIGpW3Qn/DI6oUarA2lZxF6EafpdT9mVIKfH48WPcv3+/7UOxXpIkpYKwNE0XBgtql/Oy94r6fQYj1FVpmtae8O9/DU9WUQWWFbe+AHHWLtm6PH78GA8ePGhkk0VXTJ7vshVx0fJf9NEaVf42kUvKZFIX3QNqYvg8DI6IWuJSI/bBBx/gvffea/swCmkiiJNScnPYBjEwpyodhVnUxPC576flncgYVgrFuDhMp0sT83x6vd54iM321TRN7ZSdzxaVvU9n/b6Lc9ma0MQ1JT8VyRJNw+DIcvlKgYHSbC5lYSa5FNjVWebvs16vV+r+nPb7WZZ1Yi4bUVMGg0HlbQN4JzqEvSc/FQ3sdAzjzFq+X5RaxTZvo0jTc6CqaGIIrOz9Ofn7dQKjuteV7MLrqcfS0lLljhyDIyJHVN2zJ0/t31M3QHry5Anu3bs3tUFXq/naDpDymRnfH1WhVlFyHpQfdNynVA+DIyJLqAdyzqOjkZ/c76gKKSWePXuG7e3tmQFS20OdXcy0mggC1eTztoNdm0kpZ967VTOpOu5Tqo7BEZEl1AM5iwRJNsiyDAcHB9je3m49ECJzhBCIoujaNVYBEyeQX0mS5Fowns/g2dBRoPIYHFmGvbNqfDpvKkhyQZZlODw8xN27d400ANOCRJuGjrr6gGsVMHEC+ZXJ+9WmYVyf6sYmsWRbJt/AsFAX53LPzKbGvoo0TfH8+XPcuXNHa6Mw2RtXysy9Mh24qGfUkf9cDYJV3cgsXzkMjizmcoNPxZnoZdZ9aGrZ1TJpmuLly5e4deuWtqzXvPNS9JxNfg4TK+lsyhJ0TZMrI11fQcYsXzk8W0QeCoLgjcqwzOoXtVpmlml/J0kSHB8fY2Njw5phwSiKrn0ONf/Dxu0GinC5cTahyZWRLmQJmywfvpdFBkdEjqi7tFc9yLSoeZnLWccSxzFOTk5w8+ZNawKkaZ/DxUmyUsrxf5Ovd3nIpMlraXuWsMnslu9bDTA4IrLIvMomCAJrKqN5maU4jnF6eor19XX0+/2pDTqVp7Ik+QBXNVAqS9jlIKnu3l0+mMyUmrQou+w6BkdkPd97KHmLJhrbNG9gXm89jmOcnZ1hZWXF+krU5eBtcvjUpvLRpLrX0HT5bLJ8NZkRdS37WkY37yRyStnhIJf51LgNBgO8evUK6+vrWF5ebvtwpsqyzPp5JLSYyqpVZfK+mwzcXA3EfVE0EPanJiayVJnK0Ldlt3Ec4+LiAmtra+j3+9ZlAdV8la4E374xXZZ03If5wM2mst9VDI6ILFGlQvQhm6ECjziOcX5+jqWlJfR6PasaCCEEhBDjSc02HRstput6zXuIchWzGmBV3qg9RSfVMzgiMqxKyt63sfzLy0ucn59jdXXVyiE2l+cddZnpYWgTf59lzQ6LOqAMjog00F3hFa2UXRl+E0IgjmMMBgOsrKyMV7HZYtpKMMWm46T52go8Ju9Dn+YO+mpRObF70wYimsmlHqgaThgOhwCApaUlABh/X1SapkayavOGOrIsG2+jwEbPDuqamGZiCIzDanZYNLzGO52s4PpGdm3MJXC1sR4MBhgMBlhdXS09B6npc5xlGeeJWGjW9VCvN12XBEHgdP1Fb2LmiKzAxqcclTVyMThSGSQpJVZWVq5llOYxlTWaR51jFSSRHYQQc7NHbVwrlg+/MDgia9hUuTSVtq+qyL4uKiNj03nNGw6HEEJgbW1t/P080z6HiYApf97y85BsPY9dtSh7VITO+3ze+7rcmekqXikywvWl6C40hPljnDUsafPnUBmjs7Oz8T5I80w2LEmSaP98qhGbDIhsPo9dpeOaCCEaqavaGu6j6pg5IiNM9ZCamgNic2M4LVsy7Xht/gx5KmNUNIOkTNu8sW4mqen5RWma1t7dmcpL03ScFWzq3Nv0bERajHckGWGqgXH9USI6eqmzersun5fhcIjXr1/jxo0b6PV6hf7NtM+rGjpXMpeT5VlKiTRNmWEwTM0jy2cJm+DyPdo1DI6IGqSjlzr5sFElv8uzi41rHMc4PT3FxsZG4QBpkmp8XMnETGaqVCbD1uN3tWxNmrevVR1Vg/Kyu7MvekA11WfnHUjkKV2V8axhtMmhgizLxv+5kNKP4xgnJyfY3NwsvM3/NC730G0+9mnDUC7tt5Wn6zznA5WqQW0+k1VEGIYMkAxjcGQxFn6qS2UhmhiO1FVe4zjG0dERbt++7d1jVKpSAa6Nur4PVL6M1jkP+Tl0iwIl9dzCMmwdara1nWNwZJl8QanTcyZqUhzHWstrkiR48eIF7t692/kASQVFtg61dZ2JwLDIppJF31cFRbbeR7ZmwXi3Wca3gEgVehsLP+lTdY7QPGma4vnz59ja2up0YFB2DlKSJK3db64M37pgWjATx7GWv2MTIYSV7V53axxqhCr0Nhb+RdTKIfV/al6apjg4OMD29nanA6QyoihCFEWtBElquToDJDN6vV6lAInKY21DNIMa168yvm+alNKLbFyRZetZluHg4AA7OzsMkEpQQVLTmtpuw+QcLNs6Q/l73USW1iVpmjZyfVjTEDlIBWyuBkgqKArDsFDAk2UZnj17hnv37nV68i9dMfl4nzae4beIygR2XZPzpxgckRds6+k1waax+rIVd9GgKC/LMjx58gR7e3vWBEiLhji6WC6bYDKDaFtgpLR1r9u0KWkYhqWvT9Ed9ycxOCIv2FqhFeFDj7Cpnq2UEvv7+9jb2zP+XkX0er25lW8YhgyQyGlhGDo7j2w4HFYehmRwRNQyHT1CGyaN1/kcSZIUrnyllHj8+DHu379f+f1mqbKf0KIH5jJAIt2a7lCpIXxbMkhF9fv9yllmBkdEHpg2adzmjQPz8g8BLePx48d48OCB1mNRq610nzd1bRgkkQ5tzEHq9XpWDbGZxuCIFprXq+eyUnvZ/IyuvCrzj5SHDx9qzyDVOZ4if5v0aWrVZhzHxt6nasDRxhykXq/nRJ2iQzc+JdUSRdHMXr0Ly0rnBXAM7tynhthsmaRNzWli1WYcx+j1eoiiSHvmL03Tqc+ro/bxipD35gVwLgR38+iYa+RDgKgmaTNA8tu0sm5q1aZ6r3wdoTvzZzJLOY1riz+yLGvtmBkcETkmn4LXsUGlLQGi2o28ivwqtqYCJB1ZBM5BKqfJYUkfh0BVECmldKJTFARB4cA3jmOtK+oYHBE5ZrKn2dRKNdOVaf6p5FWoAGl3d7eR3riOxtPHBtgEneW7y89/U3O0hBDWdIoWKZo96vV6WjtGDI6IHKQ7e1REE5VpnewRcFX5P336FPfu3TMWIJlcrWPDlgw20lm+m3q8iY2mDUG2OXRVxLTsUZIkxu8TBkdEDqrT8NcNQBQTmaS62SPgqrJ/+vQptre3jQSNJrNSRQLdLmc+uqSpJfMq+MiyrLXAvGxdEkWR8Q4hgyOijikSgBRNY+fZ9DDcLMtweHiIra2ta5WoOsYiD7u1dT+XLmc+uqTpFWxBENQKOIbDYeWg3cYhPgZHRPSGKpvMqayHLcNCaZri8PAQd+/eHafl1bCCEGJukKQaJmZoiIrp9/vWdI50YHDkCFbSpEOZIbV5q0RmVYJNzX8qKk1TvHjxArdv3772eVSQNK937kqGRl1PW4JSqq/prKWuIbUqGSDdAZWutpLBkQM4SbMYW4dBbKJjTg/Q3hPCq0iSBC9fvsStW7esTN+XMVnxp2k63sHepqCU6qkypFan/qs7pFaHzrpEbVFQNECad84YHDkgy7JGGiNXn7yscJfZ9tlWftTxJEmC4+NjbG5uOhsgqd59vkIPw1D7EmaazrayDXx2TFmWsf7D1X1e5n64uLiY+TOeTQc0FdELIVjJUi22Ze/yGdc4jnF8fIz19XWnMl+KWlXERrAdtpVt4LNj0l0m0jSdO1oxLVC04fyU7Sisra3N/BnvMiLSJgxDq3rYQRBcO544jvHq1StsbGyg3+9bdawucz3rXIRtZRvQf0zqOi563tu0uYu+Tf1gcEREWtnQg1SCIHij0k6SBK9evcLq6ir6/X5LR+aXrmSdbSrbis5jklKOh+hmXU81zWPy571ez8rzUxWDIyLSanIYuO1NC6f1gAeDAc7OzrC+vq41g2RbZqFJXfjsOqY46D5POqddFAly52UJp2WPXA2YGBwRkTGqJ9qmacGREAJxHOPs7AzLy8vaMki6dh93URcyR1WpMmF72VDB0bzjnLfiddpih7bv/6oWBkdCiGUhxH8QQvwnIcR/FkL8rdHr7wohfkMI8YEQ4p8LIfqj15dG338w+vk7hj8DEVlK7XukKty2s0iTBoMBLi4usLa2piWDpD6nTZ+R2pUvDyqo6FL5iKLIyflIRTJHAwDfJ6X8owC+C8D3CyG+CODvAPgpKeV3AjgC8JXR738FwNHo9Z8a/R4RdVS+QbCtUVAZpPPzcywtLWFpaanW3wvDEEEQjPceom6afDC0zSsMJzM7XZk/tsjCKyavvB592xv9JwF8H4BfHr3+NQA/NPr6S6PvMfr5nxY800SdpxqJadVBlUBCZ7p+MBhgMBhgdXUVy8vLtf/e5Co52zJm1DyVObUp+GiqTNqwQWnZnbgLhbNCiFAI8dsADgF8A8B/A3AspVTvtg9gd/T1LoDHADD6+QmA26WOioi8M6tRqJNR0pWuF0JgOBzi8vISy8vLtQMklUGaxCCpGyavvQ1z76axPaulWxzHhX+30FmRUqZSyu8CsAfgewD8kUpHliOE+KoQ4ltCiG/ZWGiIuqzpOQJVKugizz4rW7dcXl7i8vISKysrtYfY8lx5TltbuhAw5gMRG4eY62qrHS+6CGLa9gPzlKqRpJTHAH4NwB8HsCmEUNvM7gF4Mvr6CYD7ADD6+QaAl1P+1s9KKd+XUr7fpciVyAXqqfVNvVdVReqOKgHS+fk5VldXtQZIQLeDpHkNmO/nZDJD4+PEfSFEKxOvVV1VNEAqqshqtbtCiM3R1ysA/gyAP8BVkPTDo1/7MoBfGX399dH3GP38V6VPJYCoA4IgMJ5uV88KM1k9VA1GBoPBtQCJVVj9zIDvAVDpOS2eBcpND9Gp5wyaemhukTBqB8DXhBAhroKpX5JS/mshxO8D+EUhxP8B4LcA/Nzo938OwD8WQnwA4FMAP6r9qInIOFMVXX5iahMNRNW/PxgMAACrq6vIsgyDwaBT8zMmTZ7HyeXpXZYkSafLhtJkWcjvfm/i3AsbekRRFMn19fW2D4OIGqKe32Tb6p1JUkr0+33cvHkTp6enpSZ0kllpmlqxCgr4rDz7xHTwmyRJrQdA5wOjOsd4cnLybSnl+5OvM9QlosbZuKx5GiEEBoMBTk9PsbGxMXUHYGqebZkam8twVaY3rAyCoFZnQ22XYez4jPxVInJClmWNTbzOU3OaXGhUVCV+cnKCzc1NJ47ZR/k5T/MeYUH6mOy8BEFQOXOk5irO2jJjUpUgjMERUYe5EqCUZWJZcRzHePHiBW7fvl1rOICqCYJgfF19LLNtamt6zbR5bGUCmaLloMr9yuCIqOOKzNtI07SVDFNVJieTHx8f486dO0b+Ps03ufM46WFLsCmEKBTITMsYxXE8s2xMfr7hcLjwPRgcEdFCtkx8XaSJfVaSJMEnn3yC7e1tZ86L6yafVUb12bz5cpVhsDLlosjcQQZHRJayrYc8r0fXZFZpXsXZZLDy4sULbG1tzc1Sufg0chvZNPnaJYPBYOb9Yus5FUJUWvhQZgfsIr9n59khovEuui4Iw7CxAKnX6xVKi5uWpikODg6ws7Mzs6EJw5ABErVmaWkJURTNDZJoOgZHlnNpngfpZ8MQQr4Mzqpgi84V0KXf7zf2XvNkWYZnz55hZ2dn5rWals0qel+rXcS7hg25PkIILC0tcRuKkhgcWS7f4DBQoqZNbtTW6/XYcE3IsgxPnz7F7u5uqdUzi+7nLMvGy5W7Jt+Qs7xRGxgcOYTLh6lp08qcTz1QKSWSJKmdnZFS4smTJ9jb2ys80XXR/WzqmVGuKVre1MaiZJfJIXD1WB7bMTgios4SQmjbUFBKiYcPH+Ldd9/VcGRUVtMPPjVB1xzDy8vLyv9W97YdtgyBl+V2SSIiqkntAhzHce0MUhAEePjwIR48eNDJuUK2cDWLpGuO4fLycuV/G4ah9lGKfPZoaWnJiewRgyMi6jw1oVxX4/Thhx/iO77jO7T8LSrP5SxSk9mjLMsamdM1mT2yYaHJIm6WHvKWlBJpmo573VmWOdkDJHNMZWSqNKizjiUMQ3z88ce4f/++jkOjDtGZPVo0PBYEwcI5XUmSaK+DXRhqY3BEVlFzQNREVPWAUleoCb6q98ehFf1s2jto0bE8fvwY9+/fd6KnTP5Rw2N15hBFUdTJTqo7rY5H2tzYz5VNBV01OTzD1UZmmAqQqjQCi67x/v4+9vb2GCBRa+rOIVIB0rT2YzAYONGulB0+ZHDUgjYrSVbQ5AsTgaeanK2TlBL7+/t4++23ef8tYHL+S5qmcwPfJubeuBBEzDJrTt7S0pIT5ZrBkSPavknafn8iHXRnj9QjW3QPIUgp8ejRI+zu7jo1TNw0k3toTXuSe1PvrbgQRMyTnzKQ58Lqs9XV1VIBEu/SlrR9k7T9/kQ6uJI9Aq4CJLWTNgOk2XRmcMoOk5rMHvnQIZ2XPXJBmblXvEOJaK58dqYLj3KoEhyVeVbakydPsLOz80Zgpybzd53ODE7ZBR0ms0fskM6nM3gcDAZTg+KVlZXCf4PBERHNlKbptUacz1abrsiz0pQsy/DJJ59ga2trfG7VFhZ8RBB1lRrS1mFpaQlxHNf6ewyOPGLL8mbyx7RhK1O96zRNa1eObd4DZQKbNE1xeHiIt956C1LK8SpHcp8L2T8VjNtGZ3atyETxefUNgyMisoKOitGlrRNUgLS1tVXps+sIJrtq1rJ0HVwIctV+clXNO3culcl5E8kZHBGRFYIg6NS8DJUxevHiBe7cuVM6I9elc6Vb18paXZMBz7zAPP8ctbrvU9eiv7e5uTnzZwyOPOJSr9lXLvWaquraTrkm5Ic1pJQ4Pj7G5uZmqccqsIGnJqitLfJ127znEFZduZZlmfYhyUV7W817/hyDIw/41iC7/Hl8b6yyLDO6DF3Xtbe9DE1Ovo7jGMfHx7h58yZ6vZ71x0/FuXAt5x2juudN1m2qs6B7PqPa2bsKBkce8K0n73uA4TLT+/Pomgti+z0xbV5KHMc4OTnB6uoqoijyZl6HrZo4hyY2FNVNSjn3XIRhaLxOFkIYW+hRdQ4YgyMPsKIkX+jagNHVIebhcIjXr19jfX19bmNhckJxVzRx/upOfG6CEKJUp6dIsGfjSriyGBx5oG5jsqjnQN3VdK/X5Z2jdZwrIQSSJMHZ2Rlu3Lgxc/5GkWEOF7IWRZiqm1wua20q0l4wOCIr1F2SycCIZvGlgTVNZyZHBUjn5+dYWVmZGiDNC4zUIzNczi7lj9vVz+CrIsNsZRYW2Mr+DRk6Ri3vbfr9OM+HpgnDsNVeoOkJ4LpIKbUPn6g9WNQjD4o83DPf2bF9OGeefD3owvU3wZWyb4Iqx21+fgZHFjMdKOUDI1WhMkiiSW01si5lrEydo6IBkrqXTQRpbehqUKC4nPXTRZ2Dtspzt0ughaYFJ6YaCWaMyBRdFbvuRtKlgEsZDAa4uLjAysoK+v3+1HOrXvMtqHDxeulie5BrMqNsw0R2v+4kzzQZuNQNlLrey6HP6JrHpruhd3n+1GAwwPn5OZaWlqbOQfItKFK62nkrez3V5olNPtetieX9pgOkeefLzzvKM75WfNQO08/ksiUjORkIlV2ybJvBYIDBYIDV1dXKuxC7Jl+O2AGbTZ2nuh3cMue4yXupbsdmVhA073y5W1OQVWxoDHVxNbtQVBPBiw3lYdoxuBAcqd2CJxsqIQSGw+F4iK0rAZIpPt3nKsNSJ9Oi5qwtOi9tPfC4Tp0y676fd744IZu0c32VhQ0Nu0kuX5syXLmOaZpey2qpr2cdv5qUvbq6CillrQd9ukTn9fQpMNJJnWN1fqbVFUEQNPJIkWnHVdWsOm9eB6MbtaQHXNpUy5VGaRbXj98WtjVAtt5D0xqZRWVwMBjg7OwMa2trCMPQyyEnk+XH9SFWU1RWeV52OR+8NznHyQTOOfKASzeyi8GFj41Lm2w7nzZPxq46zDkcDnF6eoqbN296seneJJP1iIt11CJxHF/7fx2LyqT6Wdsryuqa12Fyp8XtONM3c9d3yvaxsjRpURam7Q3cJgkhKj+A0gZqx+tJSZLg9evX2NjYMPbgzrZ0+Z6sMq9Hle+mAhYdQZjN7Km9qFW2rDAis5IkaWSZvU2BEfDZvB5XBUEw9ZwKIRDHMU5OTrC5ueldgDSNrRlAnarM56mzo3iVznEURY3eU1mWaRsaLxLY2VWDUaO6ni3qoiLPRSqiyHwDmxoxl9P/RYYE4zjG0dERNjc3nc6QFWFb4G2Cur+aqp+rdI5VYN7UMQZBoO0+LnKP+F/KaKYms0VtbFJGb6pyvWf11hZVMLoasS6XGTWcVuRcJkmCo6Mj3L59m50eDzSdmanChWOcpsgxMzjquKYmqqqG1PderY9czrp0TZIk+OSTT/C5z32O160BTc+7sW3FpYuBUVEMjjqOS1oXy2/KZ1vlZJoNnzeKok5mj9Swd9kgRwiBFy9eYGtry6qhTR81PceLAW9z2CrSzJUwdEU948eGhyE2rWuf1yZ1hsbSNMWTJ0+wu7vLzo8hba3W6mJHoQ28azSQUiKO40Z62ZM3ho4bZdZKGCJbdHE4tu4E1CAIcHBwgJ2dHaRp6v3S66a1tTKwi/dCG9giaiCEQK/Xa6SXPdmb5I1CRLNkWYZHjx7hwYMHbR+KFbIsm5mR05mRkVIyw+M4BkeOmeyt2DAnhIjslWUZPvroI7z33nteT6AtYt7+QTo7mrrncjLr95k0TRtp9xgc5cRxbLwQ6p7fUzZbZfNjFIhIv16vh16vh/39fezt7TGj0RCdwZGOITw1/cN1YRg2MkrD4ChHVSI+4+o0om6SUuKjjz7Cd3zHd3jRSHaBzo0gXVxQkmVZa2WVrWTDuDkbEbUliiJ88MEH+M7v/E4GSC0om7mv8hiRRX/PJUEQaE9YXF5eFntvre/qiTiOjaWemxjzZ9qciGbp9Xr44IMP8N5777V9KJ1T9pFNrgUzLlheXi70e9ac+fPz87YPYazX6xlbBaZr2fxkry8fEHEFGxHN0+v18PjxY9y/fx9JkjCL1BCdzwcjs6wJjlZXV9s+BKcxICKisj766CO8++67bR+GUfOW70/SGSRyOb/brAmOqJzJcViuQCOisqSU+PDDD71e5l9m3o7O+S1czq9fU8v4AQZHAJpZwq/TtMJR9Cbs4vPBiGi6/DJ/Fx414lomxrbl/LZbtN1AU8v4AYeDI52P7HBtCb8qHFWyRWo5J4MkIlKklHj69Cl2dnasDJBUUMTpA34TQiCKIiuSFfbdBQWpR3YEQdDYc810U096r6puJeZrGp2IysuyDM+ePcP29rZ1W44wKNLDhY0gVdveNmeDI6XJ55r5hJtBEtGkLMvGGSTbAqSu4kaQmZHh1EXnlK1ji1j5EJFthBB49uwZPve5z7V9KF7iRpDlBEFgJHM4HA7nv6/2d2yJii6bWLVVdiOvWUwW0vzxuTjkSETtEULg4OAAd+/eRRRF7MhpVPZcuhbMuGJpaWnuz7056yq6bKIgpWmqJQhTPYK6c4+myQdErqVRyR1sNP12dHSEjY2NcT1F1eTvE10bAZNZvEIVRFGkNeAIw1D75GjefNQENph+i+MYL1++xK1bt9Dv99s+HKvN6iiUHUZrW5ZlTh2vKWxBDSsyBKezIKr3YnBETfB9xWOZ3ZV9pDJGp6enuHnzJnq9XqfPxzyzzkuRSdA2nVNXMlum7037z4DD1F5Ckxdw8qLqLIiM+KlJJoZsbWsofA8AFwnDEGma4vXr11hdXbVimbWN6tTjZbM1bdwjNt2XgPl705rgyMf0vNrQavKmmXZBdRW8eY2VbYWbaBqWUzsNh0OcnZ3hxo0b6Pf7vE4aCSFKNfRttJddy6IyOGrBtBvBdKFzbdyb3KG77LqQ0u8iIQSSJMHZ2RmWl5cRRRHrlBnKnpeyWRCdS9uL3r8m5sbazJpaqOuT/UwXOm76SKb43rHpUm+5iMFggLOzM6ytrS1cDt0Vk2XElTKja1uatpg8fmtaS9ceKFhXUwUy/z5divqpOQy6u0UIgTiOcXFxgdXVVQ6x4c36vMpcvDYCFdc7zZ2YkN21m2vyRjAVuHTtvFLzTFSuNpVbdirepJ5peXFxgaWlpc5nkHTcA2WH4jjvyOykbGuCo0UrIGy7KHWpeUemP5PLvQIiU3yqS9o0GAwwGAywsrLS+QCpLpdWRk4L5NQ95cs8tM496lhduLaDhlkr1ly5OYhMauo+4D1XjxACw+EQQggsLy8DuAqYqLyy5bCNJx8EQTA3Y6Xa1yzLWm9j63ImONJ1om2rCG07HhX9q0Yjf3xVCnyapnx8CdVioqJV5dq2+89VKiBaWVm59j3pZUN9OmueUv6e8iEz63ZoV0HZ/SSaZMtxqXM0eTxVjq/pz6R6NdNSu1XG6H1JEbtMCMHr4IDBYICLiwsOsRlkwzPu5nVUfOp0WBMcDYfDtg/BS2VvpHmFu0qBbzq1qt5v2rFWORYfbvIy2q54p7G5Q0PXDQYDnJ+fY3V1FVEUvZFBsLF8ucSleUmusyY4ajtV6CvXx33L0h3cda0isjVD07Xr4LLhcIhXr15hfX0dURQhSZJxUOTDcEvbulant8Was2zqGU3Tnm3WJWxUqAyWF9IhjmO8evUKN2/eRL/fH5crdoLtodpHk1zev9Ca4MgENXGsqxW+rVkAshcbL9JBCIHBYICTkxPcunULURQhTdPO1sU2auKRUi7XJ14HR0C3e8JMv9I803qNXb5fSC/1LLajoyPcunULYRg6nUmYxdXPFASB1me0TeNyfcLW02NdHk6kxRY9rqDrk2d5/9QThuF4J+2XL1/i7t27Xq5iczk74nLwkhfHsfYsGIMjz3W9gaPZoiiaWzm6XOnr4EvD0YY0TZEkCaSU44zRp59+ijt37nhXrnTVsV2fH1tHFEXaR0oYHDUgyzIkSdLIHKB8ilcI4V1FROa4OjxA9gnD8FrwreYcvXjxAnfv3p0aBLha/nQNTYVhyIC8IhPnjcFRA9TYbhNzgEyPIZO/2Gsl09I0xbNnz7CzswMpJeI4HgdFLH9kEyuDI5VpIaLmsNdKTRBC4NmzZ7h37x6iKBp36BY9fJz0kFI20r7GcWz8PUyyMjhqYhZ9lzSxnwW5j/ccNSVJEjx9+hR7e3tI09T5htQ1TUzxcD3YtTI4Ir0494gmcfIntUk9EubRo0d48ODBeNm/61z4DEII9Pv9tg/DegyOOoINIeUtKg9dzzTyfjFLZSmzLMPHH3+Md9991/lMA8DsaxtMLOMHGBx5Z1bPhfNJKI/L+Ofj/WJOkiTjYTQVEO3v72Nvb6/Nw9KiauYoTVM+0aCiXq9nZLFT4b8ohAiFEL8lhPjXo+/fFUL8hhDiAyHEPxdC9EevL42+/2D083e0H7Wl1OoLk73uRWPz83ounHtE1B7Oq7kSRdG1LFEURZBS4vHjx7h//35rx6VjSKxq5khtmEn2KHM1fgLAH+S+/zsAfkpK+Z0AjgB8ZfT6VwAcjV7/qdHvLXR+fl7iUOwkhECv1zPa61aVSpWKVs09YpBE1Lw6925XtBkgRVHkxJwhakah4EgIsQfgfwTwD0ffCwDfB+CXR7/yNQA/NPr6S6PvMfr5nxYFctSrq6sAgIuLi2JH3hGzbtY64/P5CdpZljFQIqqpTMBT5t5t4uGgtmk7QCICimeO/h6AvwZA3aW3ARxLKVXLvQ9gd/T1LoDHADD6+cno968RQnxVCPEtIcS38jc/J0Jep25WE71Nda67Pr+EqC5Tk4mFEHOHW7Is87LOVAES537ZbTgceln+gALBkRDizwE4lFJ+W+cbSyl/Vkr5vpTyfY61zhfHsZHKN1/x+lrJEvli2j0aBIG3AYSapO3r53Odapd8vT5FopI/AeDPCyE+BvCLuBpO+/sANoUQKge5B+DJ6OsnAO4DwOjnGwBeFj0gX090HSowMjUerjJ3PPdE1enO7k4OqfkcCE0jpcT+/j52d3c79bld4XNgBBQIjqSUf11KuSelfAfAjwL4VSnlXwTwawB+ePRrXwbwK6Ovvz76HqOf/6oskZJYWVkp+qudo3M8PF/xBkHAlRK0kCsTiZuaQzc5F0h3dnfRkJoJtk1IllLiyZMnuHfvHusoTWyfw2bLgqE6pe1/BfBXhBAf4GpO0c+NXv85ALdHr/8VAD9Z7xDJhDYqXvpM3UaoTuVRdXdsVzbpMzmHbjKT0wYppbEhcBsnJEsp8ezZM2xvb7PO0sD2c1jkiQ5lp4EMh8Pyx2HDPJMoiuT6+nrbh9EJKmPESdikJEliZaNYVpqmjZTrLMusb2CqsL0cBEGA7e1tHB4eWpFZcJHtZbeN9unk5OTbUsr3J1+39yyRET48Z63rzwWr0zBM63HZ3CCW0VS5DoLAyvJXd7jE9nKQZRkODw9x9+5d5+uwttgcGAH12qcy7UKRTJLdZ4oKs30cWacwDL2eCLhInYbBlkm9VVdHtlnOkyQZH7MN53CS7Q2fDmma4vnz57h79671wZwPkiSxqm1J03TmlIQy7UKRB+/6fzd5Lj+pmuy1KBCwMRNhkgrSygRJbQ4JqCE7G4OirknTFC9evMDt27eNB0hduy/z0jS1brGOugebGFa151NTJTYVXLpOpXnTNF14M/syh2JWYzJrp+cymaxZZb2JBoyBkV2SJMHLly9x69YtowsF8vdl1wIlW5/3FoZhI8Oq9n1yIk+oBjUMw4U9XF09YBWEqP8mf2barEyQydWRXZ+D1lVJkuD4+BgbGxvGAqT8fWmqnHEDXjsxOCInzKs8WLF8RgUh+XS4qnxNLgFXwjBE048DiqLIm8wblRPHMU5OTnDz5s1C80hmKVJOTZQzKSWEEMxKWojB0RxNNCYmuHjM00xmQWZ9LpsmDNpIDV3NG8LSWWZUyrvJ+8eWybm+3HsuieMYr169wtraWuUAqWgdorucdSEwaiODrYMdNYql1EV1bdmo6o24rmjFYcP1mVzFVOcatDHx2ESZmXX9bF7xVZcv955r1NLstbW1a98XVbcO4XWfbbI+c+VcMTiaw4ZGtwobJ9EVkWXZuEF1rQFVWRKVnalSAahKpI2eVRtlxrVrXISr954PVEC0uroKIQQGg0Fj7+1jWdZlMtvmyj3iXXCkGqkupCuLciFSzw/B2H6s00ze8FUqAPX52w7KTZcX9bdVMOwjF+45Hw2HQwghxs/obCpACoLA6/Jcl4vZI++CI3LT5M6oNt046kY2cUPnK422gyKlqYrLlR5kFS5U/r5SAdHy8jKklLi8vNRe1qYNfftcnutyZZ5RnnfBETNGb+L5qEfd2KaDI1vYdjwumncObbzmvhkMBpBSYmlpCWmaIo7jQufcVFCbH3bvosmOnwttUjevFFEJ+dVeJv42UZt8Xe15eXmJ8/NzrKysYHl5udC/0b1U39dz2wWsmck4VUGYqChcr3wYHHWPbdfchV58FUEQII5jDIdDrK6uotfrLawvilybKgGUyU1QyQzvhtWoW/IT8Ilspp7PZhuf750gCDAcDiGlxPLyMrIsmznEVnS4s0ygMzkJuctDa67hVSLjVGVgaljK58qd/NFmOXU9w1rXYDDA+fk51tbWZg6xFT1HRScXT8swsa5yB4MjcpqLlc20SrPOXIdZD3XtKlvPRZsZAxfvE52CIECSJLi8vJy5k3bRrF6VrBFQfbGQreW5KVmWtfJ4IAZHpI0qwEmSGHsPHx7SOK1yrdNw+rJCU9eDPV07F1UbvzL3gmvnxAQhBIbDIc7OzqYGSEXPke7fa+rvuMrkfK15+2AxOCJtmtivx2QgoII7k72UNE2nHn/dz+RDBao20qsbILl2LiaPt0gmUP3ctc9qAxUg3bhxA71er+3DWajr19hknT/v+jM4Im1UAW5id+U6kiSZmt3Kz40yFSBN9oBMZtlcoQKiRQ/H9dXk5y3SUw6CgBN7axgOhzg9PcXGxkYjARKHvu007x7i3UWlpWm6sFFvqtGvMhQThuHU7FY+uDPV8Ew2hDauXmpaPmPUtcCI2hPHMU5OTrC5ufnG8790yz8yh9zA4IhKmxVcTP5OU8dStsIpkqZtqpH2ORiQUo6D10UBbBiGXp8LMkuVtbLiOMbR0RFu3bplPECqku1rYyKy79QDihdhcOQYW4ZhbAkuAGZfbKWel+fLhPG64jhu7b1tqTcWqXqck89mnCbLMiRJ8kagniQJjo6OcPv2bevqEtuOxwdFh1EZHDlG9W5cqeyI6IqqlNsIkuZlRdoM2iZFUaS1bpNSIkmS8QaPURRNDdSTJMGLFy9w9+5dBiSeK9pRY3DkKNMpYJovy7Jr/5k2rcGoOpTgMh8+r20rpGw7Hp11mxACURQVfizI8+fPsbW1ZeVkd3aIm2VfCaDOUCluF296NX+giVVDSZK80WCo1S9d6uXa+vgN8keapjg4OMD29rZVAVKSJCz7DbPn6lPnqBR3lZ5ifpXatHkEPpl2ftQciy5ljxY1Dl05D2RWlmU4ODjAvXv3Wp8rp8r0rOFA36l5Ym1gcEROyq9u8qHiqDrvo8hEVBuoRwAUWblWlQvngfQxmXXOsgxPnjzB3t5eq3VLGIadDvrVPDET5u2ODTA4Io+pijOO46nBh00TUW2b96FbEARGV67ZdC2pGVWzzkVJKbG/v280QCoyZ5FBvxlLS0tzf87giGZSPf0kSRDH8dQlsDZTFWev15safPgekHRFHMe8lmREPkAyIQgC7p5tKQZHNJPq6UdRhF6v90bvKYoi9tjpmjYC5jK9+i7N0eqCJhZ0SCnx+PFj3L9/38jfD8Ow8uRv1r/mMDiiWlzvsbNy0SsMw8YDpCiKCgc8XZzI7jN1PZsocyYDpKp6vR7rMEMYHFFjVAVm03CcC8GdS5Wf6Xkgs5Sdl+HKRHZarEiZS9P02qKAqooGSE0G3y7UYS5icESNURWYixtYqspOVbBNYu+QqDx1r2ZZNn6YtI5n+KkAad7fUe/H7KS7rAuOLi4u2j4EKzTZGKoKhGZTmQZVwTaNvUOqostBtbpXTWzUWmQVm6nsJOvqZlgXHFGzq2/UjWbTbrBEVI8KihhUm6FWse3u7ja6D5J6RhyZZ91ZXllZafsQWtdkhdZWJoSaNW2uhc07i9t8bC6wLShy+VFBs0gp8eTJE9y7d09LwJJl2cIyz8CoOTzTRJYxMRQyba6Fjp3FpZSlj7fIxnc27XrOQG26Mvvz1HlUkKlj0vV+z5490/IstiAIrCnzxOCIyBqqV21br3+eJElKH6+aA1Kkp9y2JEnYaGF60KEmHdtE7cDeZICknsW2vb3NLLxH7CrZRB2mq1ddJDNTd0mzUieQmxV06Do2HaIosi4AaIPJQEj3Fh9tBG1ZluHw8BB3796tFCC50FHoGufuejVuzSWSbz6FnOeEABRanaNjSbMpNh+bbj7NwanK5S0+8tI0xfPnz3Hnzp3Sn6Xp7CQ3QV3MueBIjVszffnmxnc8J/7IV1y29yiLNvBFMlptauP4mgoIdJehNvb7ssW8c5mmKV6+fIlbt25pvba6r19+p3ib78k2ORccEXVBPtC1aZhpmqKNgIn9ZnSy/fjqmLeXWZWy5eoqVx330qIhsCRJcHR0hFu3bmmbP2iqDrBx3pgtOn1WpJRWNzqzTB6zi5+BiouiiL27DjFxP8+bO+X7JrD5jKCOIdswDBeeryRJcHx8jI2NDfT7/VrvB7AOaEOngyNXU8OTNwlvGn/Mahht7aUXachdCN5tOcY2hjmKTDq35fxUYSIjWOR+jOMYJycnWFtb0xIgmaoDOLQ2XaeDozAMnZwEyLlG/phsdFyrpBYdb5HsbNsN7+QxtplRtvGBuC43nouupenrHMcxzs7OtAVIJkwOrbk6oqKbe5EBUY6U0umVTWmaXgvQbWsYF1l0vGrfmXlUZdzW3If8MapAoMhxV+VambUxYCtKNfJCiGtf539uuuwNh0MAwNraGoQQGAwGxt5LB5fKpkmdzhz5qktRv6s9WsXFzGUV88qkapjaKreTWSNTk1SnNc5tcTkbVEZ+SG1a+WoqIB8Ohzg/P8fKygqWlpYaeU9b2NYeFT2ebtTMHTPZM3Wtp1qGqz3aLpkMPoA3A4S2skbqeNT/TR6HTfdg0eHONjN6us36HE19PpUxWl5evva972zqFACftYeL2kXrg6M0Tb3evt/EU5Yn/55thZO6xeZylx9Oy/O5QwEUCwhs6/H7QAVEKysrEELg8vKy5SMyTz0qyNT9VHYYPJ9JdDo40kWlkG3sBamLpDtQyg8RsKIjG9gacEw7LhMdF5d0+bOblA+QAHQmQDIpTdPS2zQsOibrgyPfh02aqoBsbZTatKjx86Vx7ELmUFWOuvh8rnxkMtNnoh4YDAYQQmB5eRlSys4MsZlgqo62PjjSxYVGTvcxmq7gF1UauhssWqwLgdCkNE2NfN4unUOXmRyyUUzUZZeXl5BSjjNIDJCqM9G+2x8xUCk2bWppe+Oy6IZyIaAuwuSydBPKrqLiIxCaoR5WamqVW9W6y3T5LjPntey5GQwGuLi46OQqNtuxRvHM5E1sMljqSnDhEtcCoWmEEKXKLctZM1TZmlwJW+a5X/Oua9Vy20R5XzT8XudYGCDZibVKQa48amTyJmbDQUXYNGHf9UyQTedSt2lZlDKZlXnX1dVrnv/sVQO1wWCA8/NzrK6uatlJ28a2Sh1THMctH0kx1pRGtYuorVytsF3PIlAzJrMBbXO53M7aHsBHZTOVLl/XWXR9puFwqO1RI0EQWBcgBUGAJEkQhqETAZI1rb3tOwX7MFxBVESRct5Exatzbksbu0HrrC/yT5afpszQFtlLBUg3btxAr9er/Hds7Myrx9AEQXBtcnuSJC0e1WzWnD3bLiQRzdZEz7Ts3KNJ+WDC5foly7KFO1WroS1bGxoqbjgc4vT0FBsbG7UDJNuoY8qXZZVRso27NQbRiG3p4y5oomda94GnLgdEeZM97WlUo1PkfCVJ0onnqpUxrQ5ps16J4xgnJyfY3Ny0flSlrnnl28QzAIteVz9qD+o0H/ZSsrHntIiNPdOuK3JN1NDGPHEcextAqUxc3rQ6JAzD1gOko6Mj3Lp1y/sAaVa5VdNZdA4Zq2u96NoyOCKywLzKj5mxKy4GkDZRk2CLBFBRFHmTeZtUZHWdKmtVO15SSi3lNUkSHB0d4fbt2150AquYtn2EjmBp0fn0s/QTecTGlSdtiKKIAVIN8+avTK4e6nJWUK2oqkMNCeu4b5MkwYsXL7C1tdXZAElRgVEje1sZfwcqLY7j1laeTEs5U7vqzr1xXb7h9n14QZeyjXKdib+T7+v6cFwURVp2xNZ536ZpisPDQ2xtbXmb0SuiyVV43T3LFuv1eq3tA1FmQzcbMbPgnzbvB1epRrnp+yEMQyOTaG3U9IOp0zTFwcEBdnZ2Oh0gNYVn2FI6dkntoq5mFrIs82YSbZIkb2Qvp2U2GAgvpvt+KDKXpsiEbx+08RmzLMOzZ89w7969xjuxXRtV8L8EE3VAEATo9XrXKuw0TZ0MmKIoKrSpIecgNU8I8UbAlaYp58Q1KMsyPHnyBLu7u40GSEEQdCpAYnBEtSRJ8saQh+2PgumKMAzfCJhcUXTeR9nMiHpQKukThmEn5sTZNLQrpcSTJ0+wt7dnJECaFQSFYej0tIsy3Ks1ySpRFL0x5OHSkOC04M6mSpD0UpNkGSRRWbbNfZNSYn9/H3t7e1r/pppL1ZUgaBYGRzTX5PyPWcMYNlUaZUwL7nSt3CH7qCFGV1cAJknCoK5FttUNUko8fvwYDx480PL3bHwmWxllnzG4sbEx82fungVqxOTwxqxhDNsqDaVoVsjV4I6Ka3p1kQlRFL0R1LW59QfZ4eHDh9oCJJeFYVhqXtTJycnMn7ldU5A1VHBh23yjolkhW4O7PNvO7Sy6dgfWzfXACJieOer1ep0fAiEGSIqueVHu1xZkBRVcuDTfKE8FdzZnkHq9nhMBks7dgem6WZkj11YkkhkqQGKwXB+DoxKSJHGicQK4B0xZKrizOYMkhHAm+HR1To8Ol5eXjb6fqysS6U1l58xM8+jRo1qr2HQ9u8x11txR5+fnbR/CQlEUOdM4Tc4N4uocomYsLy8DaD5IIveVnTMzTX4VW5GgefK9Jh/02lXWBEerq6ttH4LXXO3J5zeY8+G5TWXYPMRHVwaDwcyfLS8vM4NLpemYM6P2Qdrd3V0YIDEQms6a4IhomvwGc115LIGLTGUlbc92BkEwt5ff1cfZUPvUTto7OzuFOsZtPhPPxukqbGmIDMovsy6bCbJt07l5TGUlbc92Fpkkz+wRtSXLMnzyySfY2tpaeC+1uceRjdNVGBwRGZRfZm3zZG8ddPc6bc8aKYsaFJuyR5xo2z1pmuLw8HBugNRm1sjWDiCDo46xdQ8ams6lgEp3r7Ns1kiV66YDAJeuUZIkCxtBmwOoLs051EkFSHfu3JkarLeZNZp3/7TZXlkbHHE5oRnqqdpZljnTMycqQlX6LNezFVn2XySA0qFMHa+Oh3MOq0vTFC9fvsStW7ecCehV0NbGPW1tSUuShBmOBYpWLNOW8QdBYP18DqKypJRWDWMtYmMHsKl9k9I0LTyk4lJQZOM1VZIkwfHxMTY3N60OkPLnsK22ytoS1+v1tFw8nzNQi4JH9bldXcZPVFaTHSod2RXfh4nmzWVxad+4Mmy/pnEc4/j4GBsbG1aef1vabGuDI12yLHvjyfK+WBQ8Tt6kPp4Dory6Haoy98iibEaRRtLlTkuRc6WG77tU94RhaP3njeMYp6enuHHjhnUBUpvzn/LaPwLDwjD07sGMRXsm+Yq3zdUIRE2rUtbr7kw8qeo8CdsbVqB4797H+reI/Llp63ouet/hcIhXr15hbW0NS0tLDR3VYraUf++DIx9Vqfg5tOYmBrTVTJ63IucxCIJKj1uYpUoWq86QQpONii29e1vlz01bjf1kQDrtOIbDIc7OzrC6utpagDR5XLPOV9PDbe7MXKQxlyacUnW6MxldolZkqkZK53k0mQUp8lwrKWXnMjEuazuIVOVlVrkZDocQQmBlZQXA/EfimJBl2bVge9r5UiMfTT73ja0s0YR8o9omKSWzfTXkA6LJ86h6oa4+ZHNaQ+Hi56D6FgXL6ufz6jQVEBUJkHQH5+phu4s0na0s9E5CiI+FEL8rhPhtIcS3Rq+9JYT4hhDiD0f/vzV6XQghfloI8YEQ4neEEN9t8gPQdByOcR8Do3oWnT8VIOlO15vek6WNIIj1ST0mM8DT/vbkUvgiBoMBLi4usLKy0vgQW5GH4zbdYS3zbn9KSvldUsr3R9//JIBvSik/D+Cbo+8B4AcAfH7031cB/Iyug6Xi2hyOcb0itSFrROao1VOmHmTcxL2nHnjLYddu053lLhIgqSE639U5q18C8LXR118D8EO5139BXvl1AJtCiJ0a72O1NE1b3ZF3ViDCrAPRbJPDUUXm+RTl45xAGzsMLu2EbirbN+vv1nm/pjJItgdYRUu8BPBvhRDfFkJ8dfTatpTy2ejrTwBsj77eBfA492/3R6/N1fQkMJ3aHOtX721TtsbGipRICcOw0j1rW2UeBEFn5xklSdLZz55n6hwsCpB0va9t91Re0S7O90opnwghtgB8QwjxX/I/lFJKIUSpTzkKsr46+trZBrXtDI0qpL5UFGpVQtvnleyVpmnj5aPqUEKSJIUzSSz7xRXddoGqUwmL1dXVa9/r0tTwXNX6olDpklI+Gf3/EMC/AvA9AA7UcNno/4ejX38C4H7un++NXpv8mz8rpXxfSvl+EARWP+fFBb4ER4Dbmaeu7QbcBiFEK0MqVe6xIAgKPdJEBUYul/0m8Tw1YzAY4Pz83Ng+SKbbrTRNK7/HwhImhFgTQtxQXwP4swB+D8DXAXx59GtfBvAro6+/DuDHRqvWvgjgJDf8Rri6YDYNg9nE1aXVSpeHOpqisgZFH1raJnWsiwIklT23vexMe4g1Na/J9iMfINn2qJFF6oxKFcn3bgP4V6ObNgLwT6WU/68Q4jcB/JIQ4isAHgL4kdHv/xsAPwjgAwDnAH680pF5LAiCcURre2VI5fB6NkPt+B7HsfVZ53zQM2+YzYWyM62xUQ01sznNUdnTpoZgB4MBpJS4ceMGXr16heFw2Mj71lWnTAobhgCiKJLr6+ttH0ajuMstUX11hqLUDuRNzvEpet9nWYYsy2YGUmmaWpNpUm3I5E7HZJaJNkRdy1l/t9/v4+bNmzg9PXUmQFrk5OTk27ktisZYiltiQ6VG5LoqDbGUEkmStDKpd9p9r44nLwiCuUFbEATWPF4mP7GWgVFzTLQhajRj1h5aw+EQp6en2NjYsD5jWxdLMgH4rKdKVJft81LyD2G2oZMy66HQk8eWn6s4OUcpjuNWA6VFwVxVLswr89G8KR/D4RDHx8fY3Nz0ck8vhcFRh6kVMgCXxpI+quG2PUCySZHjmdzRWwiBJEkgpUQURRBCtB4k6TQcDr1ufF0WxzGOjo5w584db68RW0MDsizDcDicuUKlrSxNPhgC3N5fiuw2KxvSVaY2uVVBkQqu1Pc+6PV63nwWHyVJghcvXuDu3bte3uvWtIyvXr1q+xC0Ufs2zYqo23oukgqGJoMkIjJLLYE2/SQAn4IJnz6Lr5IkweHhIba2trwLkKwJjnxbrbboxlaPMBgOh40HKswYUVdMW1GTZdnCuSy6Jzur+qDpp503hQ/B7a40TXF4eIidnR2v2hVrPklXewn9fn9coNReEkSkR6/XeyMQUpndeUGSTavBXDBvhRP5L01TPH36FLu7u94ESM58CiklLi8vvdlbYZqlpaVaQaLNE2CJ2iCEmLnkeNFji6o+oLYsKaXTD94GcG0VHXVTlmV48uQJdnd3nSkHa2trM3/mTHAkhMDy8rKW7csHgwEuLy+96eWooMi3MV+iLhBCvDHclqapUx1BlS3wpU6larIsw/7+Ph48eOBEgHR+fj7zZ1YER5M31OXlpdH3W1pawvLycuMXL0kSI9kdBkWkg0uNse/CMHTuOVZld+zmHkZ+klLi4cOHTgRI84J5K4IjIQTOzs7G3y8vL2v5u3EcWzXUFEURAxmyVr/fZ4BEWql9mKbxfYflLssHSK6yIjgC5o/9VdXr9ToZjLg+f4Ha41q2oq4sy2buR1YFg8vrmtx3Sfe1NKFL26hIKfHxxx/jnXfeaftQKrEmOCJ98vMXpJSssIlmCIIAURQhTVMtWWYVXPKea566lsBVoGTTqIGiNuzsSoAEwNkAyargyMbCDHw2gdtFQojOZQOovK5nG8Mw1Jpl5j3XLlPPetNh3j5zaZp6OandxQDJmuDo7OxMa2HWOflZTeAm8lU+29j1QImoLWEYeh8g2T5JW7EmONI954iTn4mKyw8D+bqLcxMGgwGDy5b4MJ8njuPSq/5c8vDhQ7z99ttOfD5rgiMiak9+GIjzZapbWlrC0tISBoMBz2PD8sNVru7W3ev1kKap80HeLFJKPHr0CHt7e9bvpG3N0blYkAeDgZa9Ony9EchNnC/zpiRJSt2nS0tLPI8tUhOfXdTr9awIHEwFmFJK7O/v4969e7U+p+nH+7R/BUZev37d9iGUtrS0pGWvDvUcJyKyk1rR5mInjqgKFVyaCpCePn2KnZ2dytNfgiAwmiG0Jji6ceNG24fQKht6CkQ2mbeBYJW/VVev13M2G0FuKZupLGLeKIeUcuoCJpMZuCzL8Mknn2Bra6tWgGTq+NgiE5GVVLamqnxjoPa/sR0zUwRclVddw0Zq7tu8UY629l9K0xSHh4fY2tqy7h5lcEStkVKOswOqZ+/DihPSp06FafPjKaY1ei7s8EzN0bW7eNG5b0EQtDKCkaYpnj9/jjt37mgLkHQElgyOHORL71IIMa4A1E0xb4M026hVJfnVJaYnCVL7dFxfIcS1v6OGNdoM6Fwoty4cI5WXJAlevHiBW7duaZvHy+Cog/JZFmpPGIbjnXhVQOfzHiV0RWU7695/+XIihGg906Vzjpdu6riYVdZHnVNbsvVJkuD4+Bibm5vaAqRa/772EWjW9bRykcpJFZyunyuiNqiJ2U3df03t2dPr9aytU1TjzY199ciXKZuy9XEc4/j4GBsbG61vhWHHGck5Oztr+xBaNZlqn6dudG1Lj4HIRU1letSQW1MBko0YFOllU0A0KY5jnJ6e4ubNm63u1m/d2bH15mxKvsCargx92FGWSPE10FcTZXV9Pl/Pk242nCfddbINn6mI4XCI09NTrK+vtxYgWRccra6utn0I1mgysnd5R1kiANcmxftG51Pmi2yP4OM5VIoumrDhHOjutGZZZsXnKmI4HOL169dYXV1tJUCyLjgiKsqVm7yqJjJ5Pp1DteLRp880Td0Gs0h23udzWPTc2bDvju4OchRFMz+/jaMHg8EA5+fntQOkKp+LwRE5y8abuYwiDZAtn8+lxtKGRs2kWWVC5zXy+RyGYehUllz3sU7LQKr5p7bUN3kqQFpZWdGWQSryORkceaLOTsKucq2Sm7ToBm3isxXtmdpSaXaxnE+atV1EnWvk2nl17Xh1aHIOqm0GgwEuLi6wsrKC5eXl0v9+8n5hcNQBXawkfFFkDoktwZ8Nq4VY1udbdI18On+zngXmK9NZcpsDI2UwGODy8hLLy8uVAqS8Ip/V7rNBhdnQeFFzutQw5BUt56b260nT1Mtz70L9kR829HnYbxbbg5cmXF5eaguQFuleCbNQmqaVd1Z2oVIj/WzJKDWpTFnXdX7UvZllmfO7n9etK9Q5aMvkue9S3edyuZulanm6vLwEAKysrEBKicFgoPvQADA4soIQAmmaOj+HhprDXuR8uhpOdW/yHp0+b0NK2VhZ7Op595UQolaAJKUcb/1jIkBicGQBVThM3fxqfL6LqWiiKlRAlL83pZSdbqAnP7vOcxHHcac2AFZDhF3u5NQtPyogWl9fv/a9LmwtLWHiJlEVjguT7YhsEgTBeN6S6c6Ly8qckziOEUXR1H/TpSEy4LOMJMAAqQ4VEN24cePa9zowOPJYvsLp8g3oE2YB59OVgRBCzD3HcRwv/B26bt6QZJn6SQ1vukwI4fxnsEU+QJJSYjgcavm7bDE9VjYgUnMIkiQZp32TJLFmjxtipbrIvGBFSok4jgv/rXmP1ImiiNehJF0dNF86ejof2eTjCsoyBoMBTk9PsbGxgX6/X/jfzdtU0o9SRlqomzUMw3EF5NIEVBXQ5XsOZRpDV7hyPdow69yowEhXpofPImwPz/ubgiDofIA0HA5xcnKCjY2Nwtnjee0DgyN6Q77yMVERqYaqbE9+ERXQ5W8MDnvU50OlK4QYz7+zganlx9RNPswr1fH4m+FwiOPjY7z11luF6v557+n22SQnqbkapuZsmA7u0jRFkiTebgiYlySJN8NHtgRGwFUAzwCJdLKpfFehlvbXFccxXr58ibt379ZqXxgcUSvUjeziDR2G4XjOiY7AwdRuzjpMq1xsaNR1TbpsSxAE1+ZGqLl+RDZK09T4w6d1Zr+SJMHz589x9+7dynU0gyPygssZHJeG/gaDQakJjyYMh0Mv9sSZzHDmtw8gssXknl+uSJIEh4eH2NraqhQgufVpiWbwZeinaWruV1FLS0utZ/v6/X5rx1D2fJURBEGhQDm/mrRLXM8Wuiq/QKctVR+8m6YpDg8PsbOzU/ozMDjqkCzLrBgSIXvYNEnZBkmSzM3eVD1fcRzj/Py8zqGNRVHUemPVhrYzltSeOqtD0zTF06dP8fbbb5e6b7p3h3VYEARYWlpCmqbshRFNEUWRkfk/vV4Pq6uriOMYFxcXWv82Ec2XZRkePXqEBw8eFA6yGBx1UBiG7IVRY7Isc2ouTa/XMzYPrNfrYWVlxcjfLkM92ZyuDIfDRja7lVKWGhJ1eS6lbbIsw8cff4y33367UIDE4IiIFqozHFt0Lo1LmmpMyygzH2p5ednw0ZhjIuvd1Dy2shObOZfyM2UDy1l/49GjR3j77bcX/i6DIyJaaN42+2WoPaJc1+ak8Fl0zh+TUlo7P7HJrLeJc8DsUTW6VsxJKfHw4UO88847c3+PwRERNUbtEUV2E0JoC4hdZuIcMHtkh48//njuELewITUshHgO4AzAi7aPpePugNegbbwGduB1aB+vgR18vw4PpJR3J1+0IjgCACHEt6SU77d9HF3Ga9A+XgM78Dq0j9fADl29DhxWIyIiIsphcERERESUY1Nw9LNtHwDxGliA18AOvA7t4zWwQyevgzVzjoiIiIhsYFPmiIiIiKh1rQdHQojvF0L8VyHEB0KIn2z7eHwmhPh5IcShEOL3cq+9JYT4hhDiD0f/vzV6XQghfnp0XX5HCPHd7R25P4QQ94UQvyaE+H0hxH8WQvzE6HVeh4YIIZaFEP9BCPGfRtfgb41ef1cI8Rujc/3PhRD90etLo+8/GP38nVY/gEeEEKEQ4reEEP969D2vQcOEEB8LIX5XCPHbQohvjV7rfH3UanAkhAgB/N8AfgDAFwD8BSHEF9o8Js/9IwDfP/HaTwL4ppTy8wC+OfoeuLomnx/991UAP9PQMfouAfBXpZRfAPBFAH9pVOZ5HZozAPB9Uso/CuC7AHy/EOKLAP4OgJ+SUn4ngCMAXxn9/lcAHI1e/6nR75EePwHgD3Lf8xq0409JKb8rt2S/8/VR25mj7wHwgZTyQynlEMAvAvhSy8fkLSnlvwPw6cTLXwLwtdHXXwPwQ7nXf0Fe+XUAm0KInUYO1GNSymdSyv84+voVrhqGXfA6NGZ0Ll+Pvu2N/pMAvg/AL49en7wG6tr8MoA/LWx7doiDhBB7AP5HAP9w9L0Ar4EtOl8ftR0c7QJ4nPt+f/QaNWdbSvls9PUnALZHX/PaGDYaGvhjAH4DvA6NGg3n/DaAQwDfAPDfABxLKdWD3/LneXwNRj8/AXC70QP2098D8NcAqAeN3QavQRskgH8rhPi2EOKro9c6Xx/xIUc0JqWUQgguX2yAEGIdwL8A8JellKf5TjCvg3lSyhTAdwkhNgH8KwB/pN0j6hYhxJ8DcCil/LYQ4k+2fDhd971SyidCiC0A3xBC/Jf8D7taH7WdOXoC4H7u+73Ra9ScA5UWHf3/cPQ6r40hQogergKjfyKl/Jejl3kdWiClPAbwawD+OK6GCFSHMX+ex9dg9PMNAC+bPVLv/AkAf14I8TGuplN8H4C/D16Dxkkpn4z+f4irjsL3gPVR68HRbwL4/GiFQh/AjwL4esvH1DVfB/Dl0ddfBvArudd/bLQ64YsATnJpVqpoNE/i5wD8gZTy7+Z+xOvQECHE3VHGCEKIFQB/Bldzv34NwA+Pfm3yGqhr88MAflVyg7hapJR/XUq5J6V8B1f1/q9KKf8ieA0aJYRYE0LcUF8D+LMAfg+sj9rfBFII8YO4GnsOAfy8lPJvt3pAHhNC/DMAfxJXT1k+APA3Afw/AH4JwNsAHgL4ESnlp6NG/B/ganXbOYAfl1J+q4XD9ooQ4nsB/HsAv4vP5lr8DVzNO+J1aIAQ4r/D1STTEFcdxF+SUv7vQoj3cJXFeAvAbwH4n6WUAyHEMoB/jKv5YZ8C+FEp5YftHL1/RsNq/4uU8s/xGjRrdL7/1ejbCMA/lVL+bSHEbXS8Pmo9OCIiIiKySdvDakRERERWYXBERERElMPgiIiIiCiHwRERERFRDoMjIiIiohwGR0REREQ5DI6IiIiIchgcEREREeX8/3FI8MM295uIAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "plt.figure(figsize=(10,10))\n",
    "plt.imshow(F,cmap='gray')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c4ffc26-a9f0-408c-80eb-723329c3b8ee",
   "metadata": {},
   "source": [
    "## 6. Solve and show"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "975aa11a-a4b7-49fb-869b-39843c1242e6",
   "metadata": {},
   "outputs": [
    {
     "ename": "LinAlgError",
     "evalue": "Singular matrix",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[1;31mLinAlgError\u001b[0m                               Traceback (most recent call last)",
      "Input \u001b[1;32mIn [50]\u001b[0m, in \u001b[0;36m<cell line: 1>\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[0m s_eff \u001b[38;5;241m=\u001b[39m \u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlinalg\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43minv\u001b[49m\u001b[43m(\u001b[49m\u001b[43mF\u001b[49m\u001b[43m)\u001b[49m \u001b[38;5;241m@\u001b[39m d\n\u001b[0;32m      2\u001b[0m s \u001b[38;5;241m=\u001b[39m A \u001b[38;5;241m@\u001b[39m s_eff \u001b[38;5;241m+\u001b[39m s_N\n\u001b[0;32m      3\u001b[0m \u001b[38;5;28mprint\u001b[39m(s_eff[\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m])\n",
      "File \u001b[1;32m<__array_function__ internals>:180\u001b[0m, in \u001b[0;36minv\u001b[1;34m(*args, **kwargs)\u001b[0m\n",
      "File \u001b[1;32mD:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\numpy\\linalg\\linalg.py:545\u001b[0m, in \u001b[0;36minv\u001b[1;34m(a)\u001b[0m\n\u001b[0;32m    543\u001b[0m signature \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mD->D\u001b[39m\u001b[38;5;124m'\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m isComplexType(t) \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124md->d\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[0;32m    544\u001b[0m extobj \u001b[38;5;241m=\u001b[39m get_linalg_error_extobj(_raise_linalgerror_singular)\n\u001b[1;32m--> 545\u001b[0m ainv \u001b[38;5;241m=\u001b[39m \u001b[43m_umath_linalg\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43minv\u001b[49m\u001b[43m(\u001b[49m\u001b[43ma\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msignature\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43msignature\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mextobj\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mextobj\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m    546\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m wrap(ainv\u001b[38;5;241m.\u001b[39mastype(result_t, copy\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m))\n",
      "File \u001b[1;32mD:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\numpy\\linalg\\linalg.py:88\u001b[0m, in \u001b[0;36m_raise_linalgerror_singular\u001b[1;34m(err, flag)\u001b[0m\n\u001b[0;32m     87\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_raise_linalgerror_singular\u001b[39m(err, flag):\n\u001b[1;32m---> 88\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m LinAlgError(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSingular matrix\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n",
      "\u001b[1;31mLinAlgError\u001b[0m: Singular matrix"
     ]
    }
   ],
   "source": [
    "s_eff = np.linalg.inv(F) @ d\n",
    "s = A @ s_eff + s_N\n",
    "print(s_eff[-1])\n",
    "print(d[-1])\n",
    "print( np.linalg.norm(F @ s_eff - d))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c8e4ab57-f7ab-4b05-a27f-61405d7d3079",
   "metadata": {},
   "source": [
    "## 7. Construct the flux field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "d4a4a3c5-081a-43ff-9f2a-1603428996bf",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[ 0.19179212 -0.42309907]\n",
      "[ 0.19179212 -0.42309907]\n",
      "[ 0.15888522 -0.86499326]\n",
      "[ 0.15888522 -0.86499326]\n",
      "[ 0.25186634 -0.70030174]\n",
      "[ 0.25186634 -0.70030174]\n",
      "[ 0.17141968 -0.76678129]\n",
      "[ 0.17141968 -0.76678129]\n",
      "[ 0.24052252 -0.79747005]\n",
      "[ 0.24052252 -0.79747005]\n",
      "[ 0.19640065 -0.42217674]\n",
      "[ 0.19640065 -0.42217674]\n",
      "[ 0.22988955 -0.34988341]\n",
      "[ 0.22988955 -0.34988341]\n",
      "[ 0.27129175 -0.50776875]\n",
      "[ 0.27129175 -0.50776875]\n",
      "[ 0.1941863  -0.57996435]\n",
      "[ 0.1941863  -0.57996435]\n",
      "[ 0.15881071 -0.2       ]\n",
      "[ 0.15881071 -0.2       ]\n",
      "[ 0.26158548 -0.6045585 ]\n",
      "[ 0.26158548 -0.6045585 ]\n",
      "[ 0.2470484  -0.91249515]\n",
      "[ 0.2470484  -0.91249515]\n",
      "[ 0.20035552 -0.27204357]\n",
      "[ 0.20035552 -0.27204357]\n",
      "[ 0.19381801 -0.27196507]\n",
      "[ 0.19381801 -0.27196507]\n",
      "[ 0.18175402 -0.67034098]\n",
      "[ 0.18175402 -0.67034098]\n",
      "[ 0.22567741 -0.4987295 ]\n",
      "[ 0.22567741 -0.4987295 ]\n",
      "[ 0.18677721 -0.93015757]\n",
      "[ 0.18677721 -0.93015757]\n",
      "[ 0.24096258 -0.34880898]\n",
      "[ 0.24096258 -0.34880898]\n",
      "[ 0.25115496 -1.00682554]\n",
      "[ 0.25115496 -1.00682554]\n",
      "<visvis.wibjects.colorWibjects.Colorbar object at 0x0000019C957D4BB0>\n",
      "ERROR calling '_OnAxesPositionChange':\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\wibjects\\colorWibjects.py\", line 622, in _OnAxesPositionChange\n",
      "    self.position.x = axes.position.width+5\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\misc.py\", line 217, in fsetWithDraw\n",
      "    fset(self, *args)\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\base.py\", line 1126, in fset\n",
      "    self._Update()\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\base.py\", line 928, in _Update\n",
      "    self._CalculateInPixels()\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\base.py\", line 997, in _CalculateInPixels\n",
      "    raise Exception(\"Can only calculate the position in pixels\"+\n",
      "Exception: Can only calculate the position in pixels if the owner has a parent!\n",
      "\n"
     ]
    }
   ],
   "source": [
    "q_h = np.zeros((E,2)) \n",
    "\n",
    "for i, e in enumerate(element):\n",
    "    x1,y1 = node[e][0]\n",
    "    x2,y2 = node[e][1]\n",
    "    x3,y3 = node[e][2]\n",
    "    \n",
    "    A_e = 1/2*np.linalg.det(np.c_[node[e], np.ones((3,1))])\n",
    "    \n",
    "    Phi_e = -1/(2*A_e)*np.array([[x2-x3,x3-x1,x1-x2],\n",
    "                                [y2-y3,y3-y1,y1-y2]])\n",
    "    \n",
    "    if i in Eh:\n",
    "        L1 = np.sqrt((x2-x1)**2+(y2-y1)**2)\n",
    "        L2 = np.sqrt((x3-x2)**2+(y3-y2)**2)\n",
    "\n",
    "        left = np.linalg.inv(np.array([[(y1-y2)/L1,(x2-x1)/L1],\n",
    "                              [(y2-y3)/L2,(x3-x2)/L2]]))\n",
    "\n",
    "        Phi_L = np.c_[left, np.zeros((2,1))]\n",
    "        \n",
    "        print(Phi_e @ s[e])\n",
    "        Phi_e = np.c_[Phi_e, Phi_L @ Eh[i]]\n",
    "        \n",
    "        ey = np.append(e, -1)\n",
    "\n",
    "        q_e = Phi_e @ s[ey]\n",
    "        print(Phi_e @ s[ey])\n",
    "\n",
    "    else:\n",
    "        q_e = Phi_e @ s[e]\n",
    "    # q_e = Phi_e @ s[e]    \n",
    "    q_h[i] = q_e\n",
    "\n",
    "cfv.figure()\n",
    "\n",
    "# Draw the mesh.\n",
    "\n",
    "cfv.drawElementValues(\n",
    "    ev=q_h[:,1],\n",
    "    coords=coords,\n",
    "    edof=edof,\n",
    "    dofs_per_node=mesh.dofsPerNode,\n",
    "    el_type=mesh.elType,\n",
    "    title=\"Example 01\",\n",
    "    draw_elements=True\n",
    "        )\n",
    "cfv.showAndWait()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d7b83daa-f7c6-4f98-aeb6-0256c960d087",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.03504291382534708\n"
     ]
    }
   ],
   "source": [
    "fp1 = lambda x: -np.cosh(0.4)/np.sin(1)/np.sinh(1)*np.cos(x)\n",
    "fp2 = lambda y: -np.cos(0.6)/np.sin(1)/np.sinh(1)*np.cosh(y)\n",
    "fp3 = lambda x: np.cosh(0.6)/np.sin(1)/np.sinh(1)*np.cos(x)\n",
    "fp4 = lambda y: np.cos(0.4)/np.sin(1)/np.sinh(1)*np.cosh(y)\n",
    "\n",
    "\n",
    "print((fp1(0.6)-fp1(0.4))+(fp2(0.6)-fp2(0.4))+(fp3(0.4)-fp3(0.6))+(fp4(0.4)-fp4(0.6)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "d717b115-2bdb-4587-a873-e504a0a5460d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.1102230246251565e-16\n"
     ]
    }
   ],
   "source": [
    "fp1 = lambda x: np.cosh(0)/np.sin(1)/np.sinh(1)*np.cos(x)\n",
    "fp2 = lambda y: np.cos(1)/np.sin(1)/np.sinh(1)*np.cosh(y)\n",
    "fp3 = lambda x: -np.cosh(1)/np.sin(1)/np.sinh(1)*np.cos(x)\n",
    "fp4 = lambda y: -np.cos(0)/np.sin(1)/np.sinh(1)*np.cosh(y)\n",
    "\n",
    "\n",
    "print((fp1(1)-fp1(0))+(fp2(1)-fp2(0))+(fp3(1)-fp3(0))+(fp4(1)-fp4(0)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "39f58a40-194f-4a63-98ba-75f206e02ab3",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Info    : GMSH -> Python-module\n",
      "Element=487, ae=[[ 24.99999994 -24.75316204   0.        ]], next <4,113>\n",
      "Element=664, ae=[[ 24.75316204   0.         -24.05371928]], next <140,113>\n",
      "Element=715, ae=[[ 24.05371928 -21.80623043   0.        ]], next <140,329>\n",
      "Element=929, ae=[[ 21.80623043   0.         -30.13294853]], next <584,329>\n",
      "Element=172, ae=[[-22.39270624  30.13294853   0.        ]], next <516,329>\n",
      "Element=153, ae=[[  0.          22.39270624 -26.36770403]], next <516,379>\n",
      "Element=21, ae=[[  0.          26.36770403 -22.50984033]], next <516,155>\n",
      "Element=810, ae=[[-21.13756962  22.50984033   0.        ]], next <149,155>\n",
      "Element=380, ae=[[  0.         -19.68341272  21.13756962]], next <154,155>\n",
      "Element=448, ae=[[ 19.68341272 -22.43218153   0.        ]], next <154,156>\n",
      "Element=582, ae=[[ 22.43218153   0.         -21.52188625]], next <158,156>\n",
      "Element=728, ae=[[ 21.52188625 -22.23017176   0.        ]], next <158,463>\n",
      "Element=102, ae=[[  0.         -21.10014342  22.23017176]], next <382,463>\n",
      "Element=109, ae=[[-21.930565     0.          21.10014342]], next <382,367>\n",
      "Element=142, ae=[[-20.50799238  21.930565     0.        ]], next <368,367>\n",
      "Element=40, ae=[[  0.          20.50799238 -19.71155648]], next <368,123>\n",
      "Element=612, ae=[[ 19.71155648   0.         -19.38177625]], next <552,123>\n",
      "Element=839, ae=[[  0.          19.38177625 -25.72221567]], next <552,15>\n",
      "Element=1016, ae=[[-19.99999995  25.72221567   0.        ]], next <14,15>\n",
      "21 [155 379 516 596]\n",
      "40 [123 367 368 596]\n",
      "102 [158 382 463 596]\n",
      "109 [382 367 463 596]\n",
      "142 [368 367 382 596]\n",
      "153 [379 329 516 596]\n",
      "172 [516 329 584 596]\n",
      "380 [149 154 155 596]\n",
      "448 [155 154 156 596]\n",
      "487 [ 84   4 113 596]\n",
      "582 [156 154 158 596]\n",
      "612 [123 368 552 596]\n",
      "664 [113   4 140 596]\n",
      "715 [113 140 329 596]\n",
      "728 [156 158 463 596]\n",
      "810 [149 155 516 596]\n",
      "839 [ 15 123 552 596]\n",
      "929 [329 140 584 596]\n",
      "1016 [ 14  15 552 596]\n",
      "size: 597 x 597\n",
      "rank: 596\n",
      "[[98], [1]] [[97, 96, 7, 95, 94, 93, 92, 6, 91, 90, 89, 88, 5, 87, 86, 85, 84, 4, 99], [27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 2]]\n",
      "first Neumann edge: [0.4  0.48] [0.4  0.52]\n",
      "constraint: [(98, 97), (97, 96), (96, 7), (7, 95), (95, 94), (94, 93), (93, 92), (92, 6), (6, 91), (91, 90), (90, 89), (89, 88), (88, 5), (5, 87), (87, 86), (86, 85), (85, 84), (84, 4), (4, 99)]\n",
      "constraint: (84, 4) [0.44 0.4 ] [0.4 0.4]\n",
      "first Neumann edge: [1. 0.] [1.   0.05]\n",
      "constraint: [(1, 27), (27, 28), (28, 29), (29, 30), (30, 31), (31, 32), (32, 33), (33, 34), (34, 35), (35, 36), (36, 37), (37, 38), (38, 39), (39, 40), (40, 41), (41, 42), (42, 43), (43, 44), (44, 45), (45, 2)]\n",
      "<visvis.wibjects.colorWibjects.Colorbar object at 0x0000017CE5B7AA30>\n",
      "ERROR calling '_OnAxesPositionChange':\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\wibjects\\colorWibjects.py\", line 622, in _OnAxesPositionChange\n",
      "    self.position.x = axes.position.width+5\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\misc.py\", line 217, in fsetWithDraw\n",
      "    fset(self, *args)\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\base.py\", line 1126, in fset\n",
      "    self._Update()\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\base.py\", line 928, in _Update\n",
      "    self._CalculateInPixels()\n",
      "  File \"D:\\20220326(EFEM-Poisson)\\EFEM\\EFEM\\lib\\site-packages\\visvis\\core\\base.py\", line 997, in _CalculateInPixels\n",
      "    raise Exception(\"Can only calculate the position in pixels\"+\n",
      "Exception: Can only calculate the position in pixels if the owner has a parent!\n",
      "\n",
      "True\n",
      "(array([  0,   0,   0, ..., 596, 596, 596], dtype=int64), array([  0,   8,  83, ..., 367, 368, 382], dtype=int64))\n"
     ]
    }
   ],
   "source": [
    "from fem import Poisson2D\n",
    "\n",
    "def create_geometry(el_on_curve=20):\n",
    "    # externel boundary ID\n",
    "    dir_id_1 = 100\n",
    "    dir_id_2 = 200\n",
    "    dir_id_3 = 300\n",
    "    neu_id_1 = 400\n",
    "    # hole boundaryd ID\n",
    "    hole_neu_id_1 = 500\n",
    "    hole_neu_id_2 = 600\n",
    "    hole_neu_id_3 = 700\n",
    "    hole_neu_id_4 = 800\n",
    "\n",
    "    # Geometry definition\n",
    "    g = cfg.Geometry()\n",
    "    g.point([0.0, 0.0], ID=0)\n",
    "    g.point([1.0, 0.0], ID=1)\n",
    "    g.point([1.0, 1.0], ID=2)\n",
    "    g.point([0.0, 1.0], ID=3)\n",
    "    g.point([0.4, 0.4], ID=4)\n",
    "    g.point([0.6, 0.4], ID=5)\n",
    "    g.point([0.6, 0.6], ID=6)\n",
    "    g.point([0.4, 0.6], ID=7)\n",
    "    g.spline([0, 1], el_on_curve=el_on_curve, marker=100, ID=0)\n",
    "    g.spline([1, 2], el_on_curve=el_on_curve, marker=101, ID=1) \n",
    "    g.spline([2, 3], el_on_curve=el_on_curve, marker=200, ID=2) \n",
    "    g.spline([3, 0], el_on_curve=el_on_curve, marker=300, ID=3)\n",
    "    g.spline([4, 5], el_on_curve=el_on_curve/4, marker=201, ID=4)\n",
    "    g.spline([5, 6], el_on_curve=el_on_curve/4, marker=301, ID=5)\n",
    "    g.spline([6, 7], el_on_curve=el_on_curve/4, marker=401, ID=6)\n",
    "    g.spline([7, 4], el_on_curve=el_on_curve/4, marker=501, ID=7)\n",
    "    g.surface([0, 1, 2, 3],[[4,5,6,7]])\n",
    "    cfv.drawGeometry(g)\n",
    "    cfv.showAndWait()\n",
    "\n",
    "\n",
    "    bcs = {100:[0],\n",
    "           200:[2],\n",
    "           300:[3],\n",
    "           101:[1],\n",
    "           201:[4],\n",
    "           301:[5],\n",
    "           401:[6],\n",
    "           501:[7],\n",
    "           }\n",
    "\n",
    "    for marker in bcs:\n",
    "        for i in bcs[marker]:\n",
    "            g.curve_marker(ID=i, marker=marker)\n",
    "    cfv.drawGeometry(g)\n",
    "    cfv.showAndWait()\n",
    "    return g\n",
    "\n",
    "\n",
    "def dir100(x,y):\n",
    "    return np.zeros_like(x)\n",
    "\n",
    "def dir200(x,y):\n",
    "    return np.sin(x)/np.sin(1)\n",
    "\n",
    "def dir300(x,y):\n",
    "    return np.zeros_like(x)\n",
    "\n",
    "def neu101(x,y):\n",
    "    return (1/np.tan(1))*np.sinh(y)/np.sinh(1)\n",
    "\n",
    "def neu201(x,y):\n",
    "    return (np.sin(x)/np.sin(1))*(np.cosh(0.4)/np.sinh(1))\n",
    "\n",
    "def neu301(x,y):\n",
    "    return -(np.cos(0.6)/np.sin(1))*(np.sinh(y)/np.sinh(1))\n",
    "\n",
    "def neu401(x,y):\n",
    "    return -(np.sin(x)/np.sin(1))*(np.cosh(0.6)/np.sinh(1))\n",
    "\n",
    "def neu501(x,y):\n",
    "    return (np.cos(0.4)/np.sin(1))*(np.sinh(y)/np.sinh(1))\n",
    "\n",
    "\n",
    "geometry = create_geometry(el_on_curve=20)\n",
    "Dirichlet = [100,200,300]\n",
    "Neumann = [101,201,301,401,501]\n",
    "hole = [[201,301,401,501]]\n",
    "\n",
    "BCfunc = {100:dir100, 200:dir200, 300:dir300,\n",
    "          101:neu101, 201:neu201, 301:neu301, 401:neu401,501:neu501}\n",
    "\n",
    "\n",
    "model = Poisson2D(geometry, Dirichlet, Neumann, hole, BCfunc)\n",
    "model.mesh(showMesh=True)\n",
    "model.efem()\n",
    "print(np.allclose(model.FU,FU))\n",
    "print(np.where(model.FU!=FU))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "79ff29a5-588a-4bea-9fa7-1212d5ae0652",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(1598,)\n",
      "(1598,)\n"
     ]
    }
   ],
   "source": [
    "pos = np.where(model.FU!=FFF)\n",
    "print(pos[0].shape)\n",
    "print(pos[1].shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ee57bc83-d7e9-421b-a6a4-c959e11188bb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{(84,\n",
       "  4): array([[596],\n",
       "        [ -1]]),\n",
       " (14,\n",
       "  15): array([[596],\n",
       "        [  1]])}"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.crossEdge"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "78208e1d-f185-46e9-8116-3eba05f031b8",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from mayavi import mlab\n",
    "\n",
    "\n",
    "x = model.Node[:,0]\n",
    "y = model.Node[:,1]\n",
    "z = np.zeros_like(x)\n",
    "triangles1 = model.Element\n",
    "triangles2 = model.Element[list(model.crossElement.keys()),:]\n",
    "\n",
    "mlab.triangular_mesh(x, y, z, triangles1, color=(1,1,1),representation='wireframe' )\n",
    "mlab.triangular_mesh(x, y, z, triangles2, color=(1,0,0),representation='surface' )\n",
    "\n",
    "for cluster in model.NeuCluster:\n",
    "    i,_ = cluster[0]\n",
    "    x = model.Node[i][0]\n",
    "    y = model.Node[i][1]\n",
    "    z = 0    \n",
    "    mlab.points3d(x,y,z,1, color=(0,1,0),scale_factor=0.01)\n",
    "    for i, j in cluster:\n",
    "        x = model.Node[i][0]\n",
    "        y = model.Node[i][1]\n",
    "        z = 0\n",
    "        u = model.Node[j][0] - x\n",
    "        v = model.Node[j][1] - y\n",
    "        w = 0\n",
    "        mlab.quiver3d(x, y, z, u, v, w, scale_factor=1)\n",
    "\n",
    "for edge in model.crossEdge:\n",
    "    i,j = edge\n",
    "    x = [model.Node[i][0], model.Node[j][0]]\n",
    "    y = [model.Node[i][1], model.Node[j][1]]\n",
    "    z = [0,0]\n",
    "    mlab.plot3d(x, y, z, color=(0,0,1),tube_radius=0.005)\n",
    "        \n",
    "        \n",
    "mlab.view(0,0)\n",
    "# print(mlab.view())\n",
    "mlab.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "c920020e-b543-43b4-bf2b-07d819e1675e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "True\n"
     ]
    }
   ],
   "source": [
    "print(np.allclose(model.dU, dU))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "1e789dd1-81b1-401d-a221-891c892ff757",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "True\n"
     ]
    }
   ],
   "source": [
    "print(np.allclose(model.FU, FFF))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "554ae08f-ae06-4f49-872a-0f3b1841b6e0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "dict_keys([(1, 27), (27, 28), (28, 29), (29, 30), (30, 31), (31, 32), (32, 33), (33, 34), (34, 35), (35, 36), (36, 37), (37, 38), (38, 39), (39, 40), (40, 41), (41, 42), (42, 43), (43, 44), (44, 45), (45, 2), (84, 4), (85, 84), (86, 85), (87, 86), (5, 87), (88, 5), (89, 88), (90, 89), (91, 90), (6, 91), (92, 6), (93, 92), (94, 93), (95, 94), (7, 95), (96, 7), (97, 96), (98, 97), (99, 98), (4, 99)])\n"
     ]
    }
   ],
   "source": [
    "print(model.Neumann.keys())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "72e3da08-5193-40f5-afc6-6f92a6c237ba",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0 97\n",
      "0 96\n",
      "0 7\n",
      "0 95\n",
      "0 94\n",
      "0 93\n",
      "0 92\n",
      "0 6\n",
      "0 91\n",
      "0 90\n",
      "0 89\n",
      "0 88\n",
      "0 5\n",
      "0 87\n",
      "0 86\n",
      "0 85\n",
      "0 84\n",
      "0 4\n",
      "0 99\n",
      "0 98\n",
      "1 27\n",
      "1 28\n",
      "1 29\n",
      "1 30\n",
      "1 31\n",
      "1 32\n",
      "1 33\n",
      "1 34\n",
      "1 35\n",
      "1 36\n",
      "1 37\n",
      "1 38\n",
      "1 39\n",
      "1 40\n",
      "1 41\n",
      "1 42\n",
      "1 43\n",
      "1 44\n",
      "1 45\n",
      "1 2\n"
     ]
    }
   ],
   "source": [
    "for i, cluster in enumerate(model.NeuCluster):\n",
    "    for e in cluster:\n",
    "        print(i,e[1])\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4233e0a1-b6e8-4467-9dc4-fce4a345a8ca",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "EFEM",
   "language": "python",
   "name": "efem"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
